sim1000-copy

	id	part	question	a	range_a	b	range_b	c	range_c	d	range_d	correct	graphical	expr
0	1	sim	Given the formula $$\left(x_{1} + x_{4} + \frac{9}{x_{2}} \left(x_{1} + x_{3}\right)\right)^{0.5}$$ and the input value(s) $$[x_1=9,x_2=4,x_3=3,x_4=1]$$ which of the following values is the nearest to the correct output?	-3.04		6.08		3.04		-12.16		b	0	(x_1 + x_4 + 9*(x_1 + x_3)/x_2)**0.5
1	2	sim	Given the formula $$x_{2}^{4} x_{4} - x_{3} + \cos{\left (3.14 x_{1} \right )} + 1$$ and the input value(s) $$[x_1=6,x_2=9,x_3=6,x_4=0]$$ which of the following values is the nearest to the correct output?	2.0		-4.0		-2.0		-8.0		b	0	x_2**4*x_4 - x_3 + cos(3.14*x_1) + 1
2	3	sim	Given the formula $$\frac{0^{\sin{\left (3.14 x_{2} \right )}} + x_{1} + \sin{\left (1.57 x_{4} \right )}}{x_{2} \sin{\left (x_{3} + 3.14 \right )}}$$ and the input value(s) $$[x_1=0,x_2=9,x_3=0,x_4=3]$$ which of the following values is the nearest to the correct output?	-69.76		34.88		-697.6		6.98		a	0	(0**sin(3.14*x_2) + x_1 + sin(1.57*x_4))/(x_2*sin(x_3 + 3.14))
3	4	sim	Given the formula $$3 x_{2} \sin{\left (1.57 x_{4} \right )} + x_{2} + \cos{\left (3.14 x_{1} \right )} + 9 + \frac{x_{4}}{x_{3}}$$ and the input value(s) $$[x_1=8,x_2=2,x_3=1,x_4=9]$$ which of the following values is the nearest to the correct output?	-2.7		270.0		27.0		-13.5		c	0	3*x_2*sin(1.57*x_4) + x_2 + cos(3.14*x_1) + 9 + x_4/x_3
4	5	sim	Given the formula $$- 5^{\frac{x_{4}}{x_{3}}} + x_{2} x_{4} \cos{\left (x_{2} + 3.14 \right )} + \cos{\left (x_{1} - 3.14 \right )} + 6$$ and the input value(s) $$[x_1=1.57,x_2=1.57,x_3=9,x_4=9]$$ which of the following values is the nearest to the correct output?	0.48		1.94		0.97		-9.7		c	0	-5**(x_4/x_3) + x_2*x_4*cos(x_2 + 3.14) + cos(x_1 - 3.14) + 6
5	6	sim	Given the formula $$2 x_{1} - x_{2} + x_{3} + 3 + \frac{\sin{\left (x_{4} + 3.14 \right )}}{x_{1} \cos{\left (3.14 x_{1} \right )}}$$ and the input value(s) $$[x_1=8,x_2=4,x_3=1,x_4=6.28]$$ which of the following values is the nearest to the correct output?	8.0		32.0		16.0		-32.0		c	0	2*x_1 - x_2 + x_3 + 3 + sin(x_4 + 3.14)/(x_1*cos(3.14*x_1))
6	7	sim	Given the formula $$\left(x_{1} + x_{4}\right) \sin^{0.5}{\left (1.57 x_{3} \right )} \cos^{x_{3}}{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=2,x_2=1.57,x_3=5,x_4=4]$$ which of the following values is the nearest to the correct output?	-6.0		60.0		3.0		12.0		a	0	(x_1 + x_4)*sin(1.57*x_3)**0.5*cos(x_2 + 1.57)**x_3
7	8	sim	Given the formula $$x_{1} \sin{\left (x_{1} + 1.57 \right )} + 5 + \frac{6}{x_{3} + x_{4}} - \frac{x_{4}}{x_{2}}$$ and the input value(s) $$[x_1=0,x_2=6,x_3=2,x_4=9]$$ which of the following values is the nearest to the correct output?	4.05		-2.02		-8.1		2.02		a	0	x_1*sin(x_1 + 1.57) + 5 + 6/(x_3 + x_4) - x_4/x_2
8	10	sim	Given the formula $$9 x_{1} + x_{1}^{x_{3}} + \left(9 x_{2} + 10.0 x_{3}\right) \cos^{9}{\left (0.318471337579618 x_{4} \right )} + 9$$ and the input value(s) $$[x_1=2,x_2=5,x_3=8,x_4=8]$$ which of the following values is the nearest to the correct output?	-2599.3		2599.3		259.93		-129.97		c	0	9*x_1 + x_1**x_3 + (9*x_2 + 10.0*x_3)*cos(0.318471337579618*x_4)**9 + 9
9	11	sim	Given the formula $$- x_{1}^{x_{4}} \left(- x_{2} + 5\right) + \cos{\left (1.57 x_{1} \right )} + \cos{\left (x_{3} + 1.57 \right )}$$ and the input value(s) $$[x_1=3,x_2=5,x_3=1.57,x_4=3]$$ which of the following values is the nearest to the correct output?	-1.0		2.0		-0.5		-2.0		a	0	-x_1**x_4*(-x_2 + 5) + cos(1.57*x_1) + cos(x_3 + 1.57)
10	12	sim	Given the formula $$5 x_{4}^{0.5} \left(- x_{1} + x_{2}\right) + \sin{\left (1.57 x_{3} \right )} \cos{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=3,x_2=6.28,x_3=3,x_4=9]$$ which of the following values is the nearest to the correct output?	50.2		-25.1		100.4		-100.4		a	0	5*x_4**0.5*(-x_1 + x_2) + sin(1.57*x_3)*cos(x_2 - 3.14)
11	14	sim	Given the formula $$\left(3^{x_{2} + 2} + x_{1} + x_{4} - \cos{\left (x_{3} - 3.14 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=9,x_2=4,x_3=6.28,x_4=8]$$ which of the following values is the nearest to the correct output?	27.33		273.3		54.66		-2.73		a	0	(3**(x_2 + 2) + x_1 + x_4 - cos(x_3 - 3.14))**0.5
12	15	sim	Given the formula $$\frac{2 x_{3}}{\cos{\left (x_{2} + 3.14 \right )}} + \frac{8}{x_{4} \left(x_{1} + x_{2} + 3\right)}$$ and the input value(s) $$[x_1=4,x_2=0,x_3=9,x_4=5]$$ which of the following values is the nearest to the correct output?	35.54		-17.77		177.7		8.88		b	0	2*x_3/cos(x_2 + 3.14) + 8/(x_4*(x_1 + x_2 + 3))
13	16	sim	Given the formula $$\frac{x_{3} - x_{4}^{x_{2}}}{\left(5 + \frac{x_{4}}{x_{1}^{9}}\right) \sin{\left (3.14 x_{2} \right )}}$$ and the input value(s) $$[x_1=8,x_2=9,x_3=8,x_4=0]$$ which of the following values is the nearest to the correct output?	-223.26		111.63		-1116.3		11.16		b	0	(x_3 - x_4**x_2)/((5 + x_4/x_1**9)*sin(3.14*x_2))
14	17	sim	Given the formula $$\left(2 x_{1} x_{4} + 4 x_{2} + \sin{\left (x_{3} + 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=8,x_2=0,x_3=3.14,x_4=2]$$ which of the following values is the nearest to the correct output?	-0.56		5.57		-2.79		55.7		b	0	(2*x_1*x_4 + 4*x_2 + sin(x_3 + 1.57))**0.5
15	18	sim	Given the formula $$\frac{x_{1}^{0.5}}{\sin{\left (x_{2} + 1.57 \right )}} + 3 \sin{\left (1.57 x_{3} \right )} \cos^{0.5}{\left (x_{4} + 3 \right )}$$ and the input value(s) $$[x_1=6,x_2=3.14,x_3=2,x_4=3.14]$$ which of the following values is the nearest to the correct output?	-24.4		-0.24		-2.44		24.4		c	0	x_1**0.5/sin(x_2 + 1.57) + 3*sin(1.57*x_3)*cos(x_4 + 3)**0.5
16	19	sim	Given the formula $$\cos{\left (1.57 x_{1} \right )} + \frac{x_{4}^{3}}{x_{2}^{3}} \sin{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=5,x_2=7,x_3=9,x_4=8]$$ which of the following values is the nearest to the correct output?	-3.0		0.15		1.5		-0.15		c	0	cos(1.57*x_1) + x_4**3*sin(1.57*x_3)/x_2**3
17	20	sim	Given the formula $$- x_{1} x_{3} x_{4}^{x_{2}} - \frac{x_{4} \left(x_{1} + 5\right)}{x_{1} - x_{4}} + 7$$ and the input value(s) $$[x_1=0.8,x_2=1.0,x_3=0.0,x_4=0.4]$$ which of the following values is the nearest to the correct output?	0.12		1.2		0.6		12.0		b	0	-x_1*x_3*x_4**x_2 - x_4*(x_1 + 5)/(x_1 - x_4) + 7
18	21	sim	Given the formula $$- x_{2} x_{4} + 1 - \frac{x_{2} x_{2}^{x_{3}}}{x_{1}}$$ and the input value(s) $$[x_1=0.2,x_2=0.0,x_3=8.0,x_4=0.2]$$ which of the following values is the nearest to the correct output?	1.0		-2.0		2.0		10.0		a	0	-x_2*x_4 + 1 - x_2*x_2**x_3/x_1
19	22	sim	Given the formula $$8 x_{1} x_{4} - x_{2} + x_{3} - x_{4} + \cos{\left (x_{4} + 1.57 \right )} + 7 + \frac{\cos{\left (x_{2} - 1.57 \right )}}{x_{1} + 7}$$ and the input value(s) $$[x_1=3,x_2=1.57,x_3=2,x_4=1.57]$$ which of the following values is the nearest to the correct output?	426.4		-4.26		4.26		42.64		d	0	8*x_1*x_4 - x_2 + x_3 - x_4 + cos(x_4 + 1.57) + 7 + cos(x_2 - 1.57)/(x_1 + 7)
20	23	sim	Given the formula $$9 x_{1} x_{4} \sin{\left (x_{3} + 1.57 \right )} - x_{1} - x_{2} + \frac{4}{x_{1}}$$ and the input value(s) $$[x_1=5,x_2=9,x_3=0,x_4=8]$$ which of the following values is the nearest to the correct output?	346.8		3468.0		34.68		-173.4		a	0	9*x_1*x_4*sin(x_3 + 1.57) - x_1 - x_2 + 4/x_1
21	25	sim	Given the formula $$\frac{x_{1}^{0.5} \left(\frac{3 x_{1}}{x_{2}} + x_{4}\right)}{x_{3} - x_{4}} + \frac{x_{3}^{8}}{x_{1}^{8}} \cos{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=2,x_2=7,x_3=0,x_4=4]$$ which of the following values is the nearest to the correct output?	-0.86		-1.72		0.17		3.44		b	0	x_1**0.5*(3*x_1/x_2 + x_4)/(x_3 - x_4) + x_3**8*cos(3.14*x_1)/x_1**8
22	26	sim	Given the formula $$9 x_{1} x_{3} x_{4}^{2} + x_{1} - x_{2}^{0.5} \sin{\left (x_{1} - 1.57 \right )} - x_{2} + 6$$ and the input value(s) $$[x_1=1.57,x_2=1,x_3=8,x_4=3]$$ which of the following values is the nearest to the correct output?	-102.39		1023.93		511.96		-2047.86		b	0	9*x_1*x_3*x_4**2 + x_1 - x_2**0.5*sin(x_1 - 1.57) - x_2 + 6
23	27	sim	Given the formula $$- x_{1} - x_{2}^{x_{4}} x_{4} - \sin{\left (x_{2} - 1.57 \right )} - 9 \sin{\left (x_{3} - 1.57 \right )}$$ and the input value(s) $$[x_1=3,x_2=3.14,x_3=6.28,x_4=5]$$ which of the following values is the nearest to the correct output?	15212.2		-15212.2		152.12		-1521.22		d	0	-x_1 - x_2**x_4*x_4 - sin(x_2 - 1.57) - 9*sin(x_3 - 1.57)
24	28	sim	Given the formula $$x_{1} + x_{3}^{x_{3}} + \sin{\left (3.14 x_{2} \right )} + \frac{9 x_{4}}{x_{1}} \sin{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=1,x_2=0,x_3=0,x_4=0]$$ which of the following values is the nearest to the correct output?	1.0		20.0		-1.0		2.0		d	0	x_1 + x_3**x_3 + sin(3.14*x_2) + 9*x_4*sin(1.57*x_3)/x_1
25	29	sim	Given the formula $$x_{1} + x_{2} + 9 \sin{\left (x_{3} + 1.57 \right )} \sin{\left (x_{4} + 3.14 \right )} + 5$$ and the input value(s) $$[x_1=9,x_2=5,x_3=3.14,x_4=0]$$ which of the following values is the nearest to the correct output?	18.99		1.9		-37.98		189.9		a	0	x_1 + x_2 + 9*sin(x_3 + 1.57)*sin(x_4 + 3.14) + 5
26	30	sim	Given the formula $$x_{2}^{0.5} x_{3}^{2} + \frac{- x_{1} + 8}{x_{2} - x_{4}}$$ and the input value(s) $$[x_1=9,x_2=8,x_3=1,x_4=5]$$ which of the following values is the nearest to the correct output?	5.0		25.0		2.5		0.25		c	0	x_2**0.5*x_3**2 + (-x_1 + 8)/(x_2 - x_4)
27	31	sim	Given the formula $$- 4^{x_{2} - x_{4}} + \cos{\left (1.57 x_{4} \right )} + \frac{3}{\left(x_{3} + x_{4}\right) \cos{\left (x_{1} + 3.14 \right )}}$$ and the input value(s) $$[x_1=0,x_2=5,x_3=1,x_4=8]$$ which of the following values is the nearest to the correct output?	1.3		0.65		-0.07		0.33		b	0	-4**(x_2 - x_4) + cos(1.57*x_4) + 3/((x_3 + x_4)*cos(x_1 + 3.14))
28	32	sim	Given the formula $$\frac{4 x_{1}}{x_{3}} - x_{2}^{0.5} \cos{\left (x_{4} + 1.57 \right )} + \sin{\left (x_{1} - 1.57 \right )} - \sin^{0.5}{\left (x_{4} + 1.57 \right )} \cos{\left (x_{1} + 1.57 \right )} + 3$$ and the input value(s) $$[x_1=1.57,x_2=0,x_3=8,x_4=0]$$ which of the following values is the nearest to the correct output?	47.8		-47.8		2.39		4.78		d	0	4*x_1/x_3 - x_2**0.5*cos(x_4 + 1.57) + sin(x_1 - 1.57) - sin(x_4 + 1.57)**0.5*cos(x_1 + 1.57) + 3
29	33	sim	Given the formula $$9^{x_{1} x_{4}} - x_{2} - x_{3} + 3$$ and the input value(s) $$[x_1=1.0,x_2=0.4,x_3=0.5,x_4=3.0]$$ which of the following values is the nearest to the correct output?	-365.55		365.55		1462.2		731.1		d	0	9**(x_1*x_4) - x_2 - x_3 + 3
30	34	sim	Given the formula $$6^{x_{4} + \sin{\left (3.14 x_{1} \right )} + \sin{\left (1.57 x_{4} \right )} + 2} + 3 x_{1} x_{3} + x_{2} + x_{3} + 6$$ and the input value(s) $$[x_1=0,x_2=7,x_3=1,x_4=3]$$ which of the following values is the nearest to the correct output?	131.0		1310.01		-131.0		-655.0		b	0	6**(x_4 + sin(3.14*x_1) + sin(1.57*x_4) + 2) + 3*x_1*x_3 + x_2 + x_3 + 6
31	35	sim	Given the formula $$2^{- x_{1} + x_{2} - x_{3} + x_{4}} \sin{\left (3.14 x_{3} \right )}$$ and the input value(s) $$[x_1=8,x_2=8,x_3=5,x_4=8]$$ which of the following values is the nearest to the correct output?	-0.6		0.6		0.06		0.12		c	0	2**(-x_1 + x_2 - x_3 + x_4)*sin(3.14*x_3)
32	36	sim	Given the formula $$x_{2} + 3.0 x_{4} - \sin{\left (x_{1} - 3.14 \right )} \sin{\left (x_{2} - 1.57 \right )} + \cos{\left (3.14 x_{3} \right )}$$ and the input value(s) $$[x_1=6.28,x_2=3.14,x_3=2,x_4=1]$$ which of the following values is the nearest to the correct output?	-14.28		7.14		3.57		-71.4		b	0	x_2 + 3.0*x_4 - sin(x_1 - 3.14)*sin(x_2 - 1.57) + cos(3.14*x_3)
33	37	sim	Given the formula $$\sin{\left (x_{4} + 3.14 \right )} + \frac{2 x_{4}}{x_{2}} x_{3}^{0.5} \cos^{0.5}{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=6,x_3=7,x_4=6.28]$$ which of the following values is the nearest to the correct output?	-1.6		1.6		0.16		-0.08		c	0	sin(x_4 + 3.14) + 2*x_3**0.5*x_4*cos(x_1 - 1.57)**0.5/x_2
34	38	sim	Given the formula $$7 x_{4} \left(x_{1} + x_{3}\right)^{x_{3}} + \left(8 x_{2} + x_{4}\right)^{0.5}$$ and the input value(s) $$[x_1=0.6,x_2=0.2,x_3=2.0,x_4=0.8]$$ which of the following values is the nearest to the correct output?	-394.1		-3.94		-19.7		39.41		d	0	7*x_4*(x_1 + x_3)**x_3 + (8*x_2 + x_4)**0.5
35	39	sim	Given the formula $$x_{2} \left(x_{1}^{2} + x_{4}\right)^{0.5} - x_{2} + 8 x_{3} + \cos{\left (x_{4} + 3.14 \right )}$$ and the input value(s) $$[x_1=5,x_2=5,x_3=5,x_4=3.14]$$ which of the following values is the nearest to the correct output?	-6.25		6.25		62.52		-625.2		c	0	x_2*(x_1**2 + x_4)**0.5 - x_2 + 8*x_3 + cos(x_4 + 3.14)
36	40	sim	Given the formula $$\frac{\frac{x_{2} x_{3}}{x_{1} + 3} + \sin{\left (3.14 x_{3} \right )}}{- x_{4} x_{4}^{x_{1}} + \sin{\left (x_{3} + 1.57 \right )}}$$ and the input value(s) $$[x_1=1,x_2=2,x_3=1.57,x_4=2]$$ which of the following values is the nearest to the correct output?	0.05		-0.01		0.03		0.1		a	0	(x_2*x_3/(x_1 + 3) + sin(3.14*x_3))/(-x_4*x_4**x_1 + sin(x_3 + 1.57))
37	41	sim	Given the formula $$\frac{x_{3}^{x_{2}}}{x_{4}^{2}} + \frac{x_{1}^{0.5} - x_{2}}{\cos{\left (x_{3} - 3.14 \right )}}$$ and the input value(s) $$[x_1=9,x_2=5,x_3=6.28,x_4=2]$$ which of the following values is the nearest to the correct output?	-244.4		1221.98		-4887.92		2443.96		d	0	x_3**x_2/x_4**2 + (x_1**0.5 - x_2)/cos(x_3 - 3.14)
38	42	sim	Given the formula $$5 x_{2} x_{3} x_{4}^{x_{3}} \left(- 5^{x_{2}} + \frac{x_{4}}{x_{1}}\right) \cos{\left (x_{4} + 1.57 \right )}$$ and the input value(s) $$[x_1=3,x_2=4,x_3=3,x_4=3.14]$$ which of the following values is the nearest to the correct output?	1384.44		27688.8		-276.89		2768.88		d	0	5*x_2*x_3*x_4**x_3*(-5**x_2 + x_4/x_1)*cos(x_4 + 1.57)
39	43	sim	Given the formula $$\frac{5}{\cos{\left (1.57 x_{3} \right )} + \frac{x_{3}^{x_{2}} x_{4}}{x_{1}}}$$ and the input value(s) $$[x_1=7,x_2=1,x_3=8,x_4=6]$$ which of the following values is the nearest to the correct output?	1.28		0.64		0.32		-1.28		b	0	5/(cos(1.57*x_3) + x_3**x_2*x_4/x_1)
40	44	sim	Given the formula $$x_{4}^{x_{1}} \sin{\left (1.57 x_{2} \right )} \sin{\left (x_{3} + 1.57 \right )} \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=3,x_2=1.57,x_3=0,x_4=4]$$ which of the following values is the nearest to the correct output?	-40.08		-400.8		-4.01		80.16		a	0	x_4**x_1*sin(1.57*x_2)*sin(x_3 + 1.57)*cos(x_2 + 1.57)
41	45	sim	Given the formula $$- x_{3} + x_{4} - \left(6^{x_{2}}\right)^{0.5} - \sin{\left (3.14 x_{1} \right )} - \cos{\left (1.57 x_{4} \right )}$$ and the input value(s) $$[x_1=1,x_2=7,x_3=3,x_4=0]$$ which of the following values is the nearest to the correct output?	-53.31		266.56		-1066.26		-533.13		d	0	-x_3 + x_4 - (6**x_2)**0.5 - sin(3.14*x_1) - cos(1.57*x_4)
42	46	sim	Given the formula $$8 - \frac{1}{x_{4}} \left(x_{1} - x_{3}\right) \sin{\left (x_{2} - 1.57 \right )} \sin{\left (x_{3} - 3.14 \right )} - \frac{1}{x_{2}}$$ and the input value(s) $$[x_1=0,x_2=1.57,x_3=3.14,x_4=6]$$ which of the following values is the nearest to the correct output?	-73.6		-3.68		3.68		7.36		d	0	8 - (x_1 - x_3)*sin(x_2 - 1.57)*sin(x_3 - 3.14)/x_4 - 1/x_2
43	47	sim	Given the formula $$\frac{x_{1} x_{2}}{x_{3}} x_{4} + 5 x_{2}^{0.5} + 2$$ and the input value(s) $$[x_1=0.4,x_2=0.1,x_3=0.1,x_4=0.0]$$ which of the following values is the nearest to the correct output?	1.79		35.8		7.16		3.58		d	0	x_1*x_2*x_4/x_3 + 5*x_2**0.5 + 2
44	50	sim	Given the formula $$\frac{8 \left(2 x_{4} + 1\right)}{x_{1} x_{2} \sin{\left (1.57 x_{3} \right )}}$$ and the input value(s) $$[x_1=5,x_2=4,x_3=4,x_4=3]$$ which of the following values is the nearest to the correct output?	-879.04		87.9		-1758.08		8790.4		a	0	8*(2*x_4 + 1)/(x_1*x_2*sin(1.57*x_3))
45	51	sim	Given the formula $$2 x_{1}^{2} x_{2}^{2} + x_{3} + \frac{1}{x_{4}}$$ and the input value(s) $$[x_1=2,x_2=9,x_3=4,x_4=1]$$ which of the following values is the nearest to the correct output?	-326.5		653.0		65.3		-65.3		b	0	2*x_1**2*x_2**2 + x_3 + 1/x_4
46	52	sim	Given the formula $$x_{2}^{2} + x_{4}^{7} \left(- x_{3} + x_{4}\right) + 7 x_{4}^{2} - x_{4} + \frac{2}{x_{1}} \cos{\left (x_{4} + 3.14 \right )}$$ and the input value(s) $$[x_1=1,x_2=3,x_3=1,x_4=1.57]$$ which of the following values is the nearest to the correct output?	38.08		-19.04		380.8		-3.81		a	0	x_2**2 + x_4**7*(-x_3 + x_4) + 7*x_4**2 - x_4 + 2*cos(x_4 + 3.14)/x_1
47	54	sim	Given the formula $$\frac{7 x_{2} - x_{3}}{\left(- 7^{x_{4}} + \cos{\left (3.14 x_{2} \right )}\right) \sin{\left (x_{1} + 3.14 \right )}}$$ and the input value(s) $$[x_1=1.57,x_2=8,x_3=5,x_4=1]$$ which of the following values is the nearest to the correct output?	8.5		0.85		-85.0		-17.0		a	0	(7*x_2 - x_3)/((-7**x_4 + cos(3.14*x_2))*sin(x_1 + 3.14))
48	55	sim	Given the formula $$- x_{2} - x_{4} + \cos{\left (x_{3} + 3.14 \right )} + 5 - \frac{x_{1} + x_{4}}{- x_{1} + x_{3}}$$ and the input value(s) $$[x_1=1,x_2=8,x_3=1.57,x_4=6]$$ which of the following values is the nearest to the correct output?	-10.64		-21.28		-2.13		-42.56		b	0	-x_2 - x_4 + cos(x_3 + 3.14) + 5 - (x_1 + x_4)/(-x_1 + x_3)
49	56	sim	Given the formula $$x_{1}^{x_{2}} + x_{2} x_{3} + 6 x_{4} + 3 \left(\frac{x_{1}}{x_{4}}\right)^{0.5} + 3$$ and the input value(s) $$[x_1=0.5,x_2=3.0,x_3=0.2,x_4=0.9]$$ which of the following values is the nearest to the correct output?	1.14		11.36		5.68		-22.72		b	0	x_1**x_2 + x_2*x_3 + 6*x_4 + 3*(x_1/x_4)**0.5 + 3
50	57	sim	Given the formula $$- \frac{x_{1} x_{3}}{x_{2}} + x_{4} + \sin{\left (1.57 x_{4} \right )} + \cos{\left (3.14 x_{4} \right )} + \cos{\left (x_{1} - 3.14 \right )} + 1$$ and the input value(s) $$[x_1=0,x_2=1,x_3=8,x_4=1]$$ which of the following values is the nearest to the correct output?	0.5		-2.0		1.0		0.1		c	0	-x_1*x_3/x_2 + x_4 + sin(1.57*x_4) + cos(3.14*x_4) + cos(x_1 - 3.14) + 1
51	58	sim	Given the formula $$\frac{3 x_{4} + \cos{\left (3.14 x_{3} \right )}}{x_{1} + 6 x_{2} + 6}$$ and the input value(s) $$[x_1=7,x_2=1,x_3=0,x_4=6]$$ which of the following values is the nearest to the correct output?	0.1		-10.0		1.0		2.0		c	0	(3*x_4 + cos(3.14*x_3))/(x_1 + 6*x_2 + 6)
52	59	sim	Given the formula $$6.28 x_{4}^{8} + \sin{\left (x_{1}^{8} x_{3} + \sqrt{x_{2}} \right )} + 8$$ and the input value(s) $$[x_1=0,x_2=2,x_3=3,x_4=2]$$ which of the following values is the nearest to the correct output?	-16167.4		-808.37		1616.74		-3233.48		c	0	6.28*x_4**8 + sin(x_1**8*x_3 + sqrt(x_2)) + 8
53	60	sim	Given the formula $$4 x_{1}^{x_{3}} \sin{\left (x_{2} \right )} + 4 x_{2} + 6 x_{3} + x_{4} + 4$$ and the input value(s) $$[x_1=0,x_2=4,x_3=5,x_4=4]$$ which of the following values is the nearest to the correct output?	108.0		-108.0		54.0		-27.0		c	0	4*x_1**x_3*sin(x_2) + 4*x_2 + 6*x_3 + x_4 + 4
54	61	sim	Given the formula $$\frac{- x_{4}^{x_{1}} + \sin{\left (1.57 x_{2} \right )}}{\sin{\left (x_{3} + 3.14 \right )}}$$ and the input value(s) $$[x_1=0,x_2=3,x_3=6.28,x_4=5]$$ which of the following values is the nearest to the correct output?	41.86		-4185.9		837.18		-418.59		d	0	(-x_4**x_1 + sin(1.57*x_2))/sin(x_3 + 3.14)
55	62	sim	Given the formula $$x_{3} + 5 \cos{\left (x_{1} + 3.14 \right )} + \frac{\cos{\left (1.57 x_{4} \right )}}{x_{1} + x_{2}}$$ and the input value(s) $$[x_1=6.28,x_2=9,x_3=1,x_4=4]$$ which of the following values is the nearest to the correct output?	-0.39		-7.86		-3.93		39.3		c	0	x_3 + 5*cos(x_1 + 3.14) + cos(1.57*x_4)/(x_1 + x_2)
56	63	sim	Given the formula $$- \frac{x_{1}}{x_{4}} \sin{\left (x_{4} + 1.57 \right )} + 5 x_{2}^{2} + 2 x_{3} + 2$$ and the input value(s) $$[x_1=9,x_2=1,x_3=6,x_4=6.28]$$ which of the following values is the nearest to the correct output?	8.79		17.57		-1.76		-35.14		b	0	-x_1*sin(x_4 + 1.57)/x_4 + 5*x_2**2 + 2*x_3 + 2
57	64	sim	Given the formula $$\left(x_{2} x_{4} - x_{3} \sin{\left (x_{1} - 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=0,x_2=4,x_3=8,x_4=0]$$ which of the following values is the nearest to the correct output?	2.83		5.66		1.42		-28.3		a	0	(x_2*x_4 - x_3*sin(x_1 - 1.57))**0.5
58	66	sim	Given the formula $$x_{1} + \sin{\left (1.57 x_{3} \right )} - \sin{\left (x_{1} + 1.57 \right )} - \frac{x_{4}}{x_{2}}$$ and the input value(s) $$[x_1=1.57,x_2=7,x_3=0,x_4=2]$$ which of the following values is the nearest to the correct output?	-0.13		1.28		12.8		-12.8		b	0	x_1 + sin(1.57*x_3) - sin(x_1 + 1.57) - x_4/x_2
59	67	sim	Given the formula $$4^{x_{3}} + \frac{- x_{1} + x_{4}}{\cos{\left (x_{2} - 1.57 \right )}} + \cos^{x_{1}}{\left (3.14 x_{2} \right )} - \cos{\left (x_{2} + 1.57 \right )} + 2$$ and the input value(s) $$[x_1=9,x_2=0,x_3=4,x_4=7]$$ which of the following values is the nearest to the correct output?	-225.25		-2252.53		-4505.06		4505.06		b	0	4**x_3 + (-x_1 + x_4)/cos(x_2 - 1.57) + cos(3.14*x_2)**x_1 - cos(x_2 + 1.57) + 2
60	68	sim	Given the formula $$\left(x_{1} + 5 x_{2} x_{3} - \sin{\left (3.14 x_{4} \right )}\right) \sin^{4}{\left (1.57 x_{4} \right )}$$ and the input value(s) $$[x_1=4,x_2=1,x_3=0,x_4=1]$$ which of the following values is the nearest to the correct output?	4.0		8.0		-2.0		2.0		a	0	(x_1 + 5*x_2*x_3 - sin(3.14*x_4))*sin(1.57*x_4)**4
61	69	sim	Given the formula $$- \cos{\left (1.57 x_{3} \right )} + \frac{4 x_{3}}{x_{1} x_{2} x_{4}}$$ and the input value(s) $$[x_1=1,x_2=1,x_3=6,x_4=9]$$ which of the following values is the nearest to the correct output?	36.7		3.67		7.34		-7.34		b	0	-cos(1.57*x_3) + 4*x_3/(x_1*x_2*x_4)
62	70	sim	Given the formula $$\cos{\left (x_{1} - 3.14 \right )} + \frac{x_{3} x_{4}}{x_{2}}$$ and the input value(s) $$[x_1=6.28,x_2=4,x_3=5,x_4=3]$$ which of the following values is the nearest to the correct output?	27.5		0.28		2.75		1.38		c	0	cos(x_1 - 3.14) + x_3*x_4/x_2
63	71	sim	Given the formula $$\frac{\left(x_{3} - x_{4} + \frac{8}{x_{1}}\right)^{0.5}}{x_{2} x_{3} + 5} \left(- x_{1} - x_{3} + 5\right)$$ and the input value(s) $$[x_1=0.1,x_2=0.6,x_3=0.7,x_4=0.0]$$ which of the following values is the nearest to the correct output?	69.6		13.92		6.96		-13.92		c	0	(-x_1 - x_3 + 5)*(x_3 - x_4 + 8/x_1)**0.5/(x_2*x_3 + 5)
64	72	sim	Given the formula $$2^{x_{4}} + 4 x_{2} + 7 x_{3} + \cos{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=1,x_3=1,x_4=6]$$ which of the following values is the nearest to the correct output?	-7.6		-760.0		76.0		-152.0		c	0	2**x_4 + 4*x_2 + 7*x_3 + cos(x_1 + 3.14)
65	73	sim	Given the formula $$9 x_{1} x_{3}^{6} \left(\frac{1}{x_{1}}\right)^{0.5} \sin{\left (x_{4} + 1.57 \right )} - x_{2} \sin{\left (x_{1} - 1.57 \right )} - x_{4} + 5$$ and the input value(s) $$[x_1=6.28,x_2=9,x_3=1,x_4=6.28]$$ which of the following values is the nearest to the correct output?	-3.03		15.13		30.27		3.03		c	0	9*x_1*x_3**6*(1/x_1)**0.5*sin(x_4 + 1.57) - x_2*sin(x_1 - 1.57) - x_4 + 5
66	74	sim	Given the formula $$\frac{x_{1} + 6 x_{2}^{x_{3}} + 7}{1.0 x_{1} x_{3} + 4 x_{3} + 8 x_{4}}$$ and the input value(s) $$[x_1=3,x_2=2,x_3=9,x_4=4]$$ which of the following values is the nearest to the correct output?	16.23		32.45		3.25		-16.23		b	0	(x_1 + 6*x_2**x_3 + 7)/(1.0*x_1*x_3 + 4*x_3 + 8*x_4)
67	76	sim	Given the formula $$- x_{1} - x_{2} - x_{3} - \sin{\left (x_{4} - 3.14 \right )} \cos{\left (3.14 x_{3} \right )} + 8$$ and the input value(s) $$[x_1=8,x_2=8,x_3=7,x_4=6.28]$$ which of the following values is the nearest to the correct output?	-15.0		-1.5		-150.0		7.5		a	0	-x_1 - x_2 - x_3 - sin(x_4 - 3.14)*cos(3.14*x_3) + 8
68	77	sim	Given the formula $$- x_{2}^{0.5} + 9 + \frac{\cos{\left (x_{1} - 3.14 \right )}}{x_{3} x_{4} + 9}$$ and the input value(s) $$[x_1=6.28,x_2=9,x_3=2,x_4=9]$$ which of the following values is the nearest to the correct output?	59.6		5.96		-2.98		-59.6		b	0	-x_2**0.5 + 9 + cos(x_1 - 3.14)/(x_3*x_4 + 9)
69	78	sim	Given the formula $$\frac{9 x_{1}}{x_{2}} + 5 x_{2} + x_{3} - x_{4} + 1.0$$ and the input value(s) $$[x_1=3,x_2=5,x_3=4,x_4=3]$$ which of the following values is the nearest to the correct output?	16.2		324.0		-64.8		32.4		d	0	9*x_1/x_2 + 5*x_2 + x_3 - x_4 + 1.0
70	79	sim	Given the formula $$\frac{x_{2} x_{4}^{x_{4}}}{x_{1}} 3^{- x_{2} + x_{3}} + x_{2} - x_{3} + 6$$ and the input value(s) $$[x_1=0.1,x_2=7.0,x_3=7.0,x_4=0.0]$$ which of the following values is the nearest to the correct output?	7.6		76.0		-760.0		38.0		b	0	3**(-x_2 + x_3)*x_2*x_4**x_4/x_1 + x_2 - x_3 + 6
71	80	sim	Given the formula $$\frac{x_{3}^{3} \cos{\left (x_{4} + 1.57 \right )}}{x_{1} x_{2} + 9} - \cos{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=3,x_2=4,x_3=5,x_4=1.57]$$ which of the following values is the nearest to the correct output?	2.48		-4.95		-49.5		-0.5		b	0	x_3**3*cos(x_4 + 1.57)/(x_1*x_2 + 9) - cos(3.14*x_1)
72	81	sim	Given the formula $$- x_{1}^{x_{1}} x_{2} + x_{4} + 8 \sin{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=2,x_2=6,x_3=3,x_4=8]$$ which of the following values is the nearest to the correct output?	-2.4		12.0		-48.0		-24.0		d	0	-x_1**x_1*x_2 + x_4 + 8*sin(1.57*x_3)
73	82	sim	Given the formula $$- 5^{x_{2}} x_{4} + x_{1} + x_{3} + \cos{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=1,x_3=3,x_4=2]$$ which of the following values is the nearest to the correct output?	-7.72		-38.6		-3.86		38.6		c	0	-5**x_2*x_4 + x_1 + x_3 + cos(x_1 - 1.57)
74	83	sim	Given the formula $$x_{1}^{x_{3}} - x_{2} x_{4} - x_{3}^{x_{3}} + x_{4} - \sin{\left (x_{1} - 1.57 \right )} + 7$$ and the input value(s) $$[x_1=0,x_2=8,x_3=4,x_4=0]$$ which of the following values is the nearest to the correct output?	-2480.0		2480.0		496.0		-248.0		d	0	x_1**x_3 - x_2*x_4 - x_3**x_3 + x_4 - sin(x_1 - 1.57) + 7
75	84	sim	Given the formula $$x_{1} x_{2} + 5 x_{4} \sin^{x_{3}}{\left (3.14 x_{4} \right )} \sin{\left (x_{4} + 3.14 \right )} + 2$$ and the input value(s) $$[x_1=1,x_2=1,x_3=1,x_4=0]$$ which of the following values is the nearest to the correct output?	1.5		-6.0		3.0		6.0		c	0	x_1*x_2 + 5*x_4*sin(3.14*x_4)**x_3*sin(x_4 + 3.14) + 2
76	85	sim	Given the formula $$- \frac{\left(x_{4} + \frac{6}{x_{3}}\right) \sin{\left (3.14 x_{1} \right )}}{- x_{4}^{0.5} + \sin{\left (3.14 x_{2} \right )}}$$ and the input value(s) $$[x_1=8,x_2=5,x_3=8,x_4=6]$$ which of the following values is the nearest to the correct output?	0.08		0.0		-0.04		-0.4		c	0	-(x_4 + 6/x_3)*sin(3.14*x_1)/(-x_4**0.5 + sin(3.14*x_2))
77	86	sim	Given the formula $$x_{1} + x_{3} x_{4}^{8} + 5 \cos{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=0,x_2=6.28,x_3=1,x_4=3]$$ which of the following values is the nearest to the correct output?	13112.0		65560.0		-655.6		6556.0		d	0	x_1 + x_3*x_4**8 + 5*cos(x_2 + 3.14)
78	87	sim	Given the formula $$- x_{1} x_{4} - \sin{\left (3.14 x_{1} \right )} \cos{\left (x_{3} + 3.14 \right )} + 4 \cos{\left (x_{2} + 1.57 \right )} + 9$$ and the input value(s) $$[x_1=4,x_2=1.57,x_3=0,x_4=6]$$ which of the following values is the nearest to the correct output?	-9.51		-19.01		9.51		190.1		b	0	-x_1*x_4 - sin(3.14*x_1)*cos(x_3 + 3.14) + 4*cos(x_2 + 1.57) + 9
79	88	sim	Given the formula $$4^{x_{2}^{2} x_{4} - x_{3}} - x_{1}^{x_{2}} x_{2} - \sin{\left (x_{1} + 1.57 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=1,x_3=4,x_4=7]$$ which of the following values is the nearest to the correct output?	61.86		-123.72		-30.93		123.72		a	0	4**(x_2**2*x_4 - x_3) - x_1**x_2*x_2 - sin(x_1 + 1.57)
80	89	sim	Given the formula $$7 x_{1} x_{2} + 8 x_{3} + x_{4}$$ and the input value(s) $$[x_1=0,x_2=9,x_3=3,x_4=0]$$ which of the following values is the nearest to the correct output?	48.0		240.0		-12.0		24.0		d	0	7*x_1*x_2 + 8*x_3 + x_4
81	90	sim	Given the formula $$x_{1} x_{2}^{2} + 2 x_{2} x_{4} + 3 \sin{\left (x_{3} + 1.57 \right )}$$ and the input value(s) $$[x_1=9,x_2=5,x_3=3.14,x_4=5]$$ which of the following values is the nearest to the correct output?	27.2		-544.0		2720.0		272.0		d	0	x_1*x_2**2 + 2*x_2*x_4 + 3*sin(x_3 + 1.57)
82	91	sim	Given the formula $$\frac{x_{1}^{0.5}}{x_{2} + x_{4}} + 7 x_{4} + \frac{9 x_{3}}{x_{1}} x_{4}$$ and the input value(s) $$[x_1=9,x_2=2,x_3=3,x_4=7]$$ which of the following values is the nearest to the correct output?	-35.16		-703.3		70.33		7.03		c	0	x_1**0.5/(x_2 + x_4) + 7*x_4 + 9*x_3*x_4/x_1
83	92	sim	Given the formula $$8 x_{2} + \frac{- x_{1} + 9}{x_{1} x_{4} - x_{2} x_{3}} - \sin{\left (x_{2} - 1.57 \right )} + 2$$ and the input value(s) $$[x_1=8,x_2=0,x_3=8,x_4=9]$$ which of the following values is the nearest to the correct output?	1.5		-30.1		-6.02		3.01		d	0	8*x_2 + (-x_1 + 9)/(x_1*x_4 - x_2*x_3) - sin(x_2 - 1.57) + 2
84	94	sim	Given the formula $$6 x_{2} \sin{\left (x_{3} + 3.14 \right )} + \left(x_{1} + 9 + \frac{x_{4}}{x_{2}}\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=8,x_3=6.28,x_4=5]$$ which of the following values is the nearest to the correct output?	-7.28		3.64		0.36		1.82		b	0	6*x_2*sin(x_3 + 3.14) + (x_1 + 9 + x_4/x_2)**0.5
85	95	sim	Given the formula $$\frac{8 x_{4}}{x_{3}} + \frac{2 x_{2}^{0.5}}{x_{1}} \cos{\left (x_{2} - 1.57 \right )}$$ and the input value(s) $$[x_1=7,x_2=6.28,x_3=8,x_4=3]$$ which of the following values is the nearest to the correct output?	30.0		3.0		0.3		-0.3		b	0	8*x_4/x_3 + 2*x_2**0.5*cos(x_2 - 1.57)/x_1
86	96	sim	Given the formula $$\left(x_{1} + 9 x_{3} x_{4} \cos{\left (x_{2} - 3.14 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=4,x_2=3.14,x_3=1,x_4=9]$$ which of the following values is the nearest to the correct output?	9.22		0.92		92.2		-0.92		a	0	(x_1 + 9*x_3*x_4*cos(x_2 - 3.14))**0.5
87	97	sim	Given the formula $$6^{- x_{4} + 6} + x_{1} - x_{2} + x_{4} + \cos{\left (x_{1} + 3.14 \right )} + 4 - \frac{x_{2} + x_{3}}{x_{1} + 1}$$ and the input value(s) $$[x_1=0,x_2=2,x_3=9,x_4=4]$$ which of the following values is the nearest to the correct output?	-15.0		30.0		3.0		-3.0		b	0	6**(-x_4 + 6) + x_1 - x_2 + x_4 + cos(x_1 + 3.14) + 4 - (x_2 + x_3)/(x_1 + 1)
88	98	sim	Given the formula $$- \frac{\frac{8 x_{2}}{x_{4}} + \frac{x_{3}}{x_{1} + 3}}{\sin{\left (x_{2} - 1.57 \right )}}$$ and the input value(s) $$[x_1=2,x_2=6.28,x_3=2,x_4=4]$$ which of the following values is the nearest to the correct output?	-1.3		-129.6		12.96		1.3		c	0	-(8*x_2/x_4 + x_3/(x_1 + 3))/sin(x_2 - 1.57)
89	99	sim	Given the formula $$x_{1} x_{3} + x_{2} - x_{3} - \sin{\left (x_{4} - 1.57 \right )} + 4$$ and the input value(s) $$[x_1=5,x_2=5,x_3=8,x_4=3.14]$$ which of the following values is the nearest to the correct output?	-80.0		-20.0		20.0		40.0		d	0	x_1*x_3 + x_2 - x_3 - sin(x_4 - 1.57) + 4
90	100	sim	Given the formula $$- 2^{x_{2}} - x_{2}^{x_{2}} \sin{\left (x_{1} + 1.57 \right )} + 9 x_{4} + \cos{\left (x_{3} + 3.14 \right )} + 7$$ and the input value(s) $$[x_1=6.28,x_2=1,x_3=6.28,x_4=9]$$ which of the following values is the nearest to the correct output?	84.0		-8.4		42.0		-840.0		a	0	-2**x_2 - x_2**x_2*sin(x_1 + 1.57) + 9*x_4 + cos(x_3 + 3.14) + 7
91	102	sim	Given the formula $$2 x_{3} x_{4} \left(x_{1} + 5\right) \left(- x_{2} + \cos{\left (x_{2} + 3.14 \right )} + 6\right)$$ and the input value(s) $$[x_1=5,x_2=1.57,x_3=4,x_4=2]$$ which of the following values is the nearest to the correct output?	-7084.2		70.84		-70.84		708.42		d	0	2*x_3*x_4*(x_1 + 5)*(-x_2 + cos(x_2 + 3.14) + 6)
92	103	sim	Given the formula $$\left(x_{1} - x_{2} + 2 x_{4}\right)^{0.5} + \sin{\left (x_{4} - 3.14 \right )} + \frac{1}{x_{3} - x_{4}}$$ and the input value(s) $$[x_1=4,x_2=3,x_3=6,x_4=6.28]$$ which of the following values is the nearest to the correct output?	-1.1		-0.06		0.11		-0.22		c	0	(x_1 - x_2 + 2*x_4)**0.5 + sin(x_4 - 3.14) + 1/(x_3 - x_4)
93	104	sim	Given the formula $$- x_{3} + \frac{8 x_{3}}{x_{2}} + \frac{2 x_{4}}{x_{2}} x_{4}^{x_{1}}$$ and the input value(s) $$[x_1=2,x_2=1,x_3=4,x_4=3]$$ which of the following values is the nearest to the correct output?	82.0		164.0		-8.2		41.0		a	0	-x_3 + 8*x_3/x_2 + 2*x_4*x_4**x_1/x_2
94	105	sim	Given the formula $$- x_{2} x_{2}^{x_{4}} x_{3} \left(- x_{4} + 4\right)^{2} + \frac{3 x_{4}}{x_{1}} \left(- x_{3} + 3\right)$$ and the input value(s) $$[x_1=4,x_2=2,x_3=3,x_4=5]$$ which of the following values is the nearest to the correct output?	-1920.0		96.0		-192.0		-19.2		c	0	-x_2*x_2**x_4*x_3*(-x_4 + 4)**2 + 3*x_4*(-x_3 + 3)/x_1
95	106	sim	Given the formula $$\frac{x_{3}^{x_{1}} + x_{4} + 9}{\cos{\left (1.57 x_{2} \right )}}$$ and the input value(s) $$[x_1=1,x_2=5,x_3=7,x_4=4]$$ which of the following values is the nearest to the correct output?	50230.8		5023.08		2511.54		-2511.54		b	0	(x_3**x_1 + x_4 + 9)/cos(1.57*x_2)
96	107	sim	Given the formula $$- \sin{\left (x_{1} - 3.14 \right )} + \sin{\left (x_{4} + 3.14 \right )} + \cos{\left (\cos{\left (x_{2} + x_{3} \right )} \right )} + 1$$ and the input value(s) $$[x_1=1.57,x_2=0,x_3=2,x_4=0]$$ which of the following values is the nearest to the correct output?	2.92		-5.84		5.84		1.46		a	0	-sin(x_1 - 3.14) + sin(x_4 + 3.14) + cos(cos(x_2 + x_3)) + 1
97	108	sim	Given the formula $$3.0 \left(\frac{x_{4}}{x_{3}}\right)^{0.5} + \frac{x_{2}^{7}}{x_{1}^{7}} \left(x_{2} + \frac{5 x_{3}}{x_{1}}\right)$$ and the input value(s) $$[x_1=0.3,x_2=0.2,x_3=0.3,x_4=0.1]$$ which of the following values is the nearest to the correct output?	-1.02		0.2		2.04		1.02		c	0	3.0*(x_4/x_3)**0.5 + x_2**7*(x_2 + 5*x_3/x_1)/x_1**7
98	111	sim	Given the formula $$x_{3} x_{4} - \sin{\left (x_{1} - 3.14 \right )} + \cos{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=0,x_2=0,x_3=6,x_4=7]$$ which of the following values is the nearest to the correct output?	-82.0		41.0		-20.5		-410.0		b	0	x_3*x_4 - sin(x_1 - 3.14) + cos(x_2 + 3.14)
99	112	sim	Given the formula $$\frac{- x_{1} + 5 x_{4}}{- x_{3} + 1} - \frac{x_{3} + 8}{\cos{\left (1.57 x_{2} \right )}}$$ and the input value(s) $$[x_1=5,x_2=7,x_3=5,x_4=1]$$ which of the following values is the nearest to the correct output?	-1166.08		4664.3		2332.15		23321.5		c	0	(-x_1 + 5*x_4)/(-x_3 + 1) - (x_3 + 8)/cos(1.57*x_2)
100	114	sim	Given the formula $$\left(- x_{2} x_{4} + \cos{\left (x_{1} + 1.57 \right )}\right)^{0.5} + \sin{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=0,x_2=6,x_3=2,x_4=0]$$ which of the following values is the nearest to the correct output?	0.01		0.03		-0.06		0.0		b	0	(-x_2*x_4 + cos(x_1 + 1.57))**0.5 + sin(1.57*x_3)
101	116	sim	Given the formula $$\frac{x_{2}}{\sin{\left (1.57 x_{4} \right )}} - x_{3} \cos{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=8,x_3=0,x_4=9]$$ which of the following values is the nearest to the correct output?	16.0		80.0		-4.0		8.0		d	0	x_2/sin(1.57*x_4) - x_3*cos(x_1 + 3.14)
102	118	sim	Given the formula $$\frac{4 x_{1} + x_{3} + 7}{x_{2} x_{3} + x_{4} + \cos{\left (3.14 x_{1} \right )} + 2}$$ and the input value(s) $$[x_1=3,x_2=0,x_3=1,x_4=8]$$ which of the following values is the nearest to the correct output?	4.44		-0.22		1.11		2.22		d	0	(4*x_1 + x_3 + 7)/(x_2*x_3 + x_4 + cos(3.14*x_1) + 2)
103	119	sim	Given the formula $$- \sin^{0.5}{\left (x_{3} + 3.14 \right )} + \frac{4}{x_{2} x_{4}} \cos{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=1,x_2=9,x_3=0,x_4=5]$$ which of the following values is the nearest to the correct output?	0.07		0.01		1.3		-0.13		d	0	-sin(x_3 + 3.14)**0.5 + 4*cos(3.14*x_1)/(x_2*x_4)
104	120	sim	Given the formula $$7 x_{3} x_{4} + \frac{7 x_{2}}{x_{1}^{10}}$$ and the input value(s) $$[x_1=7,x_2=1,x_3=3,x_4=4]$$ which of the following values is the nearest to the correct output?	168.0		84.0		840.0		42.0		b	0	7*x_3*x_4 + 7*x_2/x_1**10
105	122	sim	Given the formula $$3 x_{1}^{7} x_{2} + x_{2} - \frac{x_{2} + x_{3}}{\sin{\left (x_{4} + 3.14 \right )}} - \cos{\left (3.14 x_{4} \right )} \cos{\left (x_{3} - 1.57 \right )} + 2$$ and the input value(s) $$[x_1=0,x_2=6,x_3=0,x_4=6.28]$$ which of the following values is the nearest to the correct output?	12477.7		-124.78		-1247.77		-2495.54		c	0	3*x_1**7*x_2 + x_2 - (x_2 + x_3)/sin(x_4 + 3.14) - cos(3.14*x_4)*cos(x_3 - 1.57) + 2
106	123	sim	Given the formula $$9 \left(\frac{x_{3}}{x_{1} x_{2} x_{4}}\right)^{0.5}$$ and the input value(s) $$[x_1=4,x_2=4,x_3=2,x_4=1]$$ which of the following values is the nearest to the correct output?	31.8		1.59		3.18		-31.8		c	0	9*(x_3/(x_1*x_2*x_4))**0.5
107	124	sim	Given the formula $$4 x_{1} + x_{4} + \frac{4}{x_{3}} + \frac{x_{4}}{x_{2}}$$ and the input value(s) $$[x_1=0,x_2=1,x_3=7,x_4=5]$$ which of the following values is the nearest to the correct output?	1.06		-5.29		-1.06		10.57		d	0	4*x_1 + x_4 + 4/x_3 + x_4/x_2
108	125	sim	Given the formula $$3^{x_{4}} \cos{\left (3.14 x_{1} \right )} + x_{2} + x_{3}^{2} - x_{3}$$ and the input value(s) $$[x_1=3,x_2=8,x_3=5,x_4=7]$$ which of the following values is the nearest to the correct output?	-4317.96		-2158.98		-1079.49		215.9		b	0	3**x_4*cos(3.14*x_1) + x_2 + x_3**2 - x_3
109	126	sim	Given the formula $$\left(x_{2} + 1\right) \left(x_{3} + 8 x_{4}^{0.5}\right)^{x_{1}}$$ and the input value(s) $$[x_1=7.0,x_2=0.9,x_3=0.1,x_4=0.1]$$ which of the following values is the nearest to the correct output?	826.43		-16528.7		1652.87		3305.74		c	0	(x_2 + 1)*(x_3 + 8*x_4**0.5)**x_1
110	127	sim	Given the formula $$6 x_{1} - x_{2} - \frac{x_{3} \left(5 x_{4} + \cos{\left (x_{2} - 3.14 \right )}\right)}{\cos{\left (x_{3} - 3.14 \right )}} + \sin{\left (x_{3} + 1.57 \right )} + 2$$ and the input value(s) $$[x_1=2,x_2=0,x_3=6.28,x_4=6]$$ which of the following values is the nearest to the correct output?	197.12		19.71		98.56		-1971.2		a	0	6*x_1 - x_2 - x_3*(5*x_4 + cos(x_2 - 3.14))/cos(x_3 - 3.14) + sin(x_3 + 1.57) + 2
111	128	sim	Given the formula $$x_{2}^{x_{1}} + 8 x_{3} \left(- x_{3} + 7\right) + 2 x_{4}$$ and the input value(s) $$[x_1=3,x_2=5,x_3=2,x_4=6]$$ which of the following values is the nearest to the correct output?	434.0		217.0		-2170.0		2170.0		b	0	x_2**x_1 + 8*x_3*(-x_3 + 7) + 2*x_4
112	129	sim	Given the formula $$5 x_{2} x_{4} \sin{\left (1.57 x_{1} \right )} \cos{\left (x_{3} + 3.14 \right )} + 7 x_{4}^{x_{2}}$$ and the input value(s) $$[x_1=9,x_2=0,x_3=1.57,x_4=0]$$ which of the following values is the nearest to the correct output?	7.0		-0.7		70.0		-14.0		a	0	5*x_2*x_4*sin(1.57*x_1)*cos(x_3 + 3.14) + 7*x_4**x_2
113	130	sim	Given the formula $$3 x_{1}^{2} \left(9 x_{2} + 9\right) + \cos{\left (1.57 x_{3} \right )} + \frac{8}{x_{4}}$$ and the input value(s) $$[x_1=5,x_2=1,x_3=7,x_4=3]$$ which of the following values is the nearest to the correct output?	-2705.32		1352.66		-13526.6		-135.27		b	0	3*x_1**2*(9*x_2 + 9) + cos(1.57*x_3) + 8/x_4
114	131	sim	Given the formula $$x_{1} + \frac{x_{2} x_{3} \left(x_{4}^{x_{3}} + 2\right)}{\cos{\left (x_{2} + 3.14 \right )}} + 5$$ and the input value(s) $$[x_1=5,x_2=3.14,x_3=6,x_4=2]$$ which of the following values is the nearest to the correct output?	1253.45		-12534.5		-626.73		626.73		a	0	x_1 + x_2*x_3*(x_4**x_3 + 2)/cos(x_2 + 3.14) + 5
115	132	sim	Given the formula $$x_{1} x_{4} \sin{\left (x_{3} - 3.14 \right )} + 4 x_{2} + \sin{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=4,x_2=1.57,x_3=3.14,x_4=9]$$ which of the following values is the nearest to the correct output?	0.63		6.28		-12.56		-3.14		b	0	x_1*x_4*sin(x_3 - 3.14) + 4*x_2 + sin(x_2 + 1.57)
116	133	sim	Given the formula $$\frac{x_{1}^{10} x_{3}}{x_{4}} + x_{2} x_{4} \cos{\left (1.57 x_{1} \right )} - \frac{x_{3}}{6 x_{4} + 9}$$ and the input value(s) $$[x_1=2,x_2=9,x_3=5,x_4=2]$$ which of the following values is the nearest to the correct output?	5083.52		-25417.6		-254.18		2541.76		d	0	x_1**10*x_3/x_4 + x_2*x_4*cos(1.57*x_1) - x_3/(6*x_4 + 9)
117	134	sim	Given the formula $$x_{2} + x_{3} + x_{4} + 2 \left(x_{3} + 4\right)^{0.5} + 6 + \frac{7}{x_{1}}$$ and the input value(s) $$[x_1=0.2,x_2=0.4,x_3=0.0,x_4=0.3]$$ which of the following values is the nearest to the correct output?	-91.4		-22.85		45.7		-457.0		c	0	x_2 + x_3 + x_4 + 2*(x_3 + 4)**0.5 + 6 + 7/x_1
118	135	sim	Given the formula $$\left(7 x_{1} x_{3} x_{4} + 3 x_{2} + 9\right)^{0.5}$$ and the input value(s) $$[x_1=0.0,x_2=0.0,x_3=0.0,x_4=0.4]$$ which of the following values is the nearest to the correct output?	-6.0		-30.0		3.0		0.3		c	0	(7*x_1*x_3*x_4 + 3*x_2 + 9)**0.5
119	136	sim	Given the formula $$\left(\frac{x_{1}^{2}}{x_{3}} \left(x_{3} + 5\right) - x_{4}^{x_{2}}\right)^{0.5}$$ and the input value(s) $$[x_1=0.6,x_2=5.0,x_3=0.3,x_4=0.5]$$ which of the following values is the nearest to the correct output?	0.25		-0.25		2.52		1.26		c	0	(x_1**2*(x_3 + 5)/x_3 - x_4**x_2)**0.5
120	137	sim	Given the formula $$x_{1}^{x_{3}} - x_{2} x_{4}^{x_{1}} + \cos{\left (1.57 x_{1} \right )} + 5$$ and the input value(s) $$[x_1=0,x_2=4,x_3=4,x_4=5]$$ which of the following values is the nearest to the correct output?	-4.0		2.0		1.0		20.0		b	0	x_1**x_3 - x_2*x_4**x_1 + cos(1.57*x_1) + 5
121	138	sim	Given the formula $$\frac{3 \left(- x_{3} + x_{4}\right) \cos{\left (x_{2} - 3.14 \right )}}{\left(- x_{3} + 5\right) \left(\cos{\left (3.14 x_{1} \right )} + 8\right)}$$ and the input value(s) $$[x_1=3,x_2=6.28,x_3=8,x_4=1]$$ which of the following values is the nearest to the correct output?	10.0		-1.0		-10.0		0.1		b	0	3*(-x_3 + x_4)*cos(x_2 - 3.14)/((-x_3 + 5)*(cos(3.14*x_1) + 8))
122	139	sim	Given the formula $$- 2 x_{2} \sin{\left (x_{3} - 1.57 \right )} - x_{4} - \sin{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=0,x_2=9,x_3=0,x_4=3]$$ which of the following values is the nearest to the correct output?	30.0		7.5		-1.5		15.0		d	0	-2*x_2*sin(x_3 - 1.57) - x_4 - sin(x_1 + 3.14)
123	140	sim	Given the formula $$\frac{3 \cos{\left (x_{2} - 3.14 \right )}}{\left(x_{4} + 9\right) \left(- x_{1} + x_{3} + \sin{\left (1.57 x_{4} \right )}\right)}$$ and the input value(s) $$[x_1=4,x_2=3.14,x_3=5,x_4=6]$$ which of the following values is the nearest to the correct output?	0.2		-0.4		0.1		2.0		a	0	3*cos(x_2 - 3.14)/((x_4 + 9)*(-x_1 + x_3 + sin(1.57*x_4)))
124	141	sim	Given the formula $$5.4 x_{4}^{6} + 9 \sin{\left (3.14 x_{2} \right )} - \sin{\left (x_{3} - 3.14 \right )} \cos{\left (x_{1} - 1.57 \right )} + \cos{\left (x_{1} + 3.14 \right )} + 6$$ and the input value(s) $$[x_1=1.57,x_2=3,x_3=0,x_4=2]$$ which of the following values is the nearest to the correct output?	703.58		351.79		35.18		-703.58		b	0	5.4*x_4**6 + 9*sin(3.14*x_2) - sin(x_3 - 3.14)*cos(x_1 - 1.57) + cos(x_1 + 3.14) + 6
125	143	sim	Given the formula $$\cos{\left (x_{2} + 3.14 \right )} - \frac{\cos{\left (x_{1} + 3.14 \right )}}{\sin{\left (x_{4} + 3.14 \right )} \cos{\left (x_{3} + 1.57 \right )}}$$ and the input value(s) $$[x_1=1.57,x_2=1.57,x_3=3.14,x_4=3.14]$$ which of the following values is the nearest to the correct output?	-3139.4		313.94		627.88		-627.88		b	0	cos(x_2 + 3.14) - cos(x_1 + 3.14)/(sin(x_4 + 3.14)*cos(x_3 + 1.57))
126	144	sim	Given the formula $$7 x_{1} \cos^{x_{1}}{\left (x_{2} - 3.14 \right )} - x_{2}^{2} + 7 x_{2} + x_{3} x_{4}$$ and the input value(s) $$[x_1=0,x_2=6.28,x_3=7,x_4=5]$$ which of the following values is the nearest to the correct output?	-3.95		395.2		39.52		19.76		c	0	7*x_1*cos(x_2 - 3.14)**x_1 - x_2**2 + 7*x_2 + x_3*x_4
127	145	sim	Given the formula $$\frac{4 x_{1} x_{4} + x_{3} \left(x_{2} + x_{3}\right)^{4} + 4}{\sin{\left (1.57 x_{2} \right )}}$$ and the input value(s) $$[x_1=7,x_2=3,x_3=4,x_4=2]$$ which of the following values is the nearest to the correct output?	96640.3		-9664.03		-19328.06		-966.4		b	0	(4*x_1*x_4 + x_3*(x_2 + x_3)**4 + 4)/sin(1.57*x_2)
128	146	sim	Given the formula $$x_{3} - x_{4}^{x_{1}} - \cos{\left (1.57 x_{2} \right )} + \cos{\left (x_{3} - 1.57 \right )} + 2 \cos{\left (x_{4} - 3.14 \right )}$$ and the input value(s) $$[x_1=3,x_2=8,x_3=6.28,x_4=3.14]$$ which of the following values is the nearest to the correct output?	-2.37		-47.36		-23.68		-11.84		c	0	x_3 - x_4**x_1 - cos(1.57*x_2) + cos(x_3 - 1.57) + 2*cos(x_4 - 3.14)
129	147	sim	Given the formula $$x_{4} + \cos{\left (3.14 x_{1} \right )} + 8 + \frac{x_{3}}{x_{2}}$$ and the input value(s) $$[x_1=6,x_2=5,x_3=3,x_4=7]$$ which of the following values is the nearest to the correct output?	-166.0		33.2		-33.2		16.6		d	0	x_4 + cos(3.14*x_1) + 8 + x_3/x_2
130	148	sim	Given the formula $$2^{x_{1} + x_{3}} + 8 x_{2} x_{4} - x_{2}$$ and the input value(s) $$[x_1=3,x_2=7,x_3=8,x_4=2]$$ which of the following values is the nearest to the correct output?	2153.0		21530.0		-21530.0		-4306.0		a	0	2**(x_1 + x_3) + 8*x_2*x_4 - x_2
131	149	sim	Given the formula $$5 \cdot 6.28^{5 \sin{\left (x_{2} \right )}} x_{1} x_{3} x_{4} + x_{2}^{5} + x_{3} + 5 \left(x_{1} + 1.0\right) \sin^{5}{\left (x_{3} \right )} + 5 \cos{\left (x_{4} \right )} + 5$$ and the input value(s) $$[x_1=3,x_2=5,x_3=1,x_4=6]$$ which of the following values is the nearest to the correct output?	3144.25		-314.43		1572.12		-31442.5		a	0	5*6.28**(5*sin(x_2))*x_1*x_3*x_4 + x_2**5 + x_3 + 5*(x_1 + 1.0)*sin(x_3)**5 + 5*cos(x_4) + 5
132	150	sim	Given the formula $$x_{1} - x_{2} x_{3}^{x_{1}} + x_{3} \cos{\left (3.14 x_{4} \right )}$$ and the input value(s) $$[x_1=6,x_2=2,x_3=4,x_4=3]$$ which of the following values is the nearest to the correct output?	819.0		-4095.0		-8190.0		4095.0		c	0	x_1 - x_2*x_3**x_1 + x_3*cos(3.14*x_4)
133	151	sim	Given the formula $$x_{2} x_{4} \sin{\left (1.57 x_{3} \right )} + \left(x_{1} + x_{3} + 3.14\right)^{0.5}$$ and the input value(s) $$[x_1=3,x_2=8,x_3=6,x_4=1]$$ which of the following values is the nearest to the correct output?	3.52		-0.35		1.76		-7.04		a	0	x_2*x_4*sin(1.57*x_3) + (x_1 + x_3 + 3.14)**0.5
134	152	sim	Given the formula $$- x_{3} - x_{4} \sin{\left (x_{2} + 1.57 \right )} - \sin{\left (x_{1} - 1.57 \right )} + \cos{\left (3.14 x_{3} \right )}$$ and the input value(s) $$[x_1=6.28,x_2=1.57,x_3=8,x_4=7]$$ which of the following values is the nearest to the correct output?	-6.01		12.02		-3.0		60.1		a	0	-x_3 - x_4*sin(x_2 + 1.57) - sin(x_1 - 1.57) + cos(3.14*x_3)
135	153	sim	Given the formula $$7 x_{1} x_{4}^{11} - x_{2} x_{3} + \cos{\left (x_{2} - 1.57 \right )}$$ and the input value(s) $$[x_1=5,x_2=1.57,x_3=6,x_4=1]$$ which of the following values is the nearest to the correct output?	53.16		26.58		-13.29		265.8		b	0	7*x_1*x_4**11 - x_2*x_3 + cos(x_2 - 1.57)
136	154	sim	Given the formula $$\left(x_{1} x_{3} + x_{2} + 4\right)^{0.5} \cos{\left (1.57 x_{4} \right )}$$ and the input value(s) $$[x_1=3,x_2=5,x_3=9,x_4=4]$$ which of the following values is the nearest to the correct output?	-12.0		12.0		3.0		6.0		d	0	(x_1*x_3 + x_2 + 4)**0.5*cos(1.57*x_4)
137	155	sim	Given the formula $$- x_{3} + x_{4} + \cos{\left (3.14 x_{2} \right )} - \cos{\left (x_{1} - 3.14 \right )} + 5$$ and the input value(s) $$[x_1=1.57,x_2=9,x_3=3,x_4=9]$$ which of the following values is the nearest to the correct output?	20.0		10.0		100.0		-20.0		b	0	-x_3 + x_4 + cos(3.14*x_2) - cos(x_1 - 3.14) + 5
138	156	sim	Given the formula $$- \frac{\sin{\left (x_{2} - 3.14 \right )}}{x_{1} + x_{2}^{x_{4}} x_{3}^{x_{3}}}$$ and the input value(s) $$[x_1=3,x_2=1.57,x_3=0,x_4=9]$$ which of the following values is the nearest to the correct output?	0.02		-0.04		-0.0		0.04		a	0	-sin(x_2 - 3.14)/(x_1 + x_2**x_4*x_3**x_3)
139	158	sim	Given the formula $$x_{1} + 9 x_{2} x_{4} + 5 x_{3}^{0.5} + \sin{\left (x_{1} + 1.57 \right )} + 3$$ and the input value(s) $$[x_1=3.14,x_2=9,x_3=5,x_4=1]$$ which of the following values is the nearest to the correct output?	97.32		-9.73		-194.64		9.73		a	0	x_1 + 9*x_2*x_4 + 5*x_3**0.5 + sin(x_1 + 1.57) + 3
140	159	sim	Given the formula $$- \frac{1}{\sin{\left (x_{2} - 3.14 \right )}} \left(- x_{1} + x_{3} + x_{4} + \sin{\left (1.57 x_{3} \right )} + 8\right)$$ and the input value(s) $$[x_1=2,x_2=0,x_3=3,x_4=3]$$ which of the following values is the nearest to the correct output?	6906.72		690.67		69067.2		-13813.44		a	0	-(-x_1 + x_3 + x_4 + sin(1.57*x_3) + 8)/sin(x_2 - 3.14)
141	160	sim	Given the formula $$x_{1} + x_{4} \sin{\left (3.14 x_{2} \right )} - \sin{\left (1.57 x_{2} \right )} \sin{\left (x_{3} + 1.57 \right )}$$ and the input value(s) $$[x_1=5,x_2=3,x_3=1.57,x_4=1]$$ which of the following values is the nearest to the correct output?	10.02		50.1		-10.02		5.01		d	0	x_1 + x_4*sin(3.14*x_2) - sin(1.57*x_2)*sin(x_3 + 1.57)
142	161	sim	Given the formula $$- x_{1} x_{2} + \sin{\left (1.57 x_{3} \right )} - \cos{\left (x_{4} - 3.14 \right )} + 1$$ and the input value(s) $$[x_1=8,x_2=6,x_3=2,x_4=0]$$ which of the following values is the nearest to the correct output?	4.6		-46.0		92.0		-4.6		b	0	-x_1*x_2 + sin(1.57*x_3) - cos(x_4 - 3.14) + 1
143	162	sim	Given the formula $$x_{1}^{8} + \frac{4 x_{2}}{x_{3}} \left(- x_{3} + 9\right) + 2 - \frac{x_{4}}{x_{3}}$$ and the input value(s) $$[x_1=0.7,x_2=0.8,x_3=0.8,x_4=0.5]$$ which of the following values is the nearest to the correct output?	34.23		-17.11		68.46		342.3		a	0	x_1**8 + 4*x_2*(-x_3 + 9)/x_3 + 2 - x_4/x_3
144	163	sim	Given the formula $$\left(x_{1} + 6 x_{2} x_{4} + x_{4} + \sin{\left (x_{3} + 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=9,x_2=6,x_3=0,x_4=3]$$ which of the following values is the nearest to the correct output?	1.1		-1.1		-22.0		11.0		d	0	(x_1 + 6*x_2*x_4 + x_4 + sin(x_3 + 1.57))**0.5
145	164	sim	Given the formula $$3 \left(\frac{1}{x_{3}}\right)^{0.5} + \frac{9}{x_{2}} \left(- x_{1} x_{4} + x_{2}^{3}\right)$$ and the input value(s) $$[x_1=0.0,x_2=0.3,x_3=0.3,x_4=0.6]$$ which of the following values is the nearest to the correct output?	-62.9		6.29		0.63		-12.58		b	0	3*(1/x_3)**0.5 + 9*(-x_1*x_4 + x_2**3)/x_2
146	165	sim	Given the formula $$\frac{8 x_{4}^{x_{2}}}{x_{3} + 2} \sin{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=2,x_3=9,x_4=9]$$ which of the following values is the nearest to the correct output?	-0.14		-2.8		0.03		0.28		d	0	8*x_4**x_2*sin(x_1 + 3.14)/(x_3 + 2)
147	166	sim	Given the formula $$- x_{1} + x_{4}^{x_{1}} - \sin{\left (3.14 x_{2} \right )} + 1.0 - \frac{x_{2} x_{3}}{x_{1} x_{4}}$$ and the input value(s) $$[x_1=1,x_2=0,x_3=8,x_4=8]$$ which of the following values is the nearest to the correct output?	80.0		8.0		-0.8		4.0		b	0	-x_1 + x_4**x_1 - sin(3.14*x_2) + 1.0 - x_2*x_3/(x_1*x_4)
148	167	sim	Given the formula $$- 3^{- x_{1} x_{4} + 8} + x_{3} - \cos{\left (3.14 x_{2} \right )} + \cos{\left (x_{3} - 1.57 \right )}$$ and the input value(s) $$[x_1=3,x_2=8,x_3=3.14,x_4=3]$$ which of the following values is the nearest to the correct output?	1.81		3.62		-18.1		-0.18		a	0	-3**(-x_1*x_4 + 8) + x_3 - cos(3.14*x_2) + cos(x_3 - 1.57)
149	168	sim	Given the formula $$\frac{\cos{\left (3.14 x_{1} \right )}}{9 x_{3} + x_{4}^{x_{2}}}$$ and the input value(s) $$[x_1=0,x_2=3,x_3=7,x_4=5]$$ which of the following values is the nearest to the correct output?	-0.0		-0.02		-0.01		0.01		d	0	cos(3.14*x_1)/(9*x_3 + x_4**x_2)
150	169	sim	Given the formula $$7 x_{1} x_{3} + x_{4} \cos{\left (x_{2} - 1.57 \right )} + \left(\frac{x_{3}}{x_{4}}\right)^{0.5} + 7 \cos{\left (x_{2} - 1.57 \right )} + 7$$ and the input value(s) $$[x_1=4,x_2=3.14,x_3=3,x_4=5]$$ which of the following values is the nearest to the correct output?	-917.8		91.78		-9.18		9.18		b	0	7*x_1*x_3 + x_4*cos(x_2 - 1.57) + (x_3/x_4)**0.5 + 7*cos(x_2 - 1.57) + 7
151	170	sim	Given the formula $$3 x_{1} x_{3}^{x_{2}} + \cos{\left (x_{4} - 3.14 \right )} + \frac{6}{x_{1} + 1}$$ and the input value(s) $$[x_1=8,x_2=5,x_3=0,x_4=1.57]$$ which of the following values is the nearest to the correct output?	1.34		0.67		0.07		6.7		b	0	3*x_1*x_3**x_2 + cos(x_4 - 3.14) + 6/(x_1 + 1)
152	171	sim	Given the formula $$- \left(- x_{2} + 4\right)^{0.5} + \sin{\left (3.14 x_{3} \right )} + \sin{\left (x_{1} + 1.57 \right )} + \frac{7}{x_{4}}$$ and the input value(s) $$[x_1=3.14,x_2=3,x_3=4,x_4=6]$$ which of the following values is the nearest to the correct output?	8.4		-0.42		-1.68		-0.84		d	0	-(-x_2 + 4)**0.5 + sin(3.14*x_3) + sin(x_1 + 1.57) + 7/x_4
153	172	sim	Given the formula $$- 2^{2 x_{2} + 1.0} - x_{3} + \cos{\left (1.57 x_{4} \right )} + \cos{\left (x_{4} - 3.14 \right )} + \frac{x_{4}}{x_{1}}$$ and the input value(s) $$[x_1=7,x_2=3,x_3=3,x_4=1.57]$$ which of the following values is the nearest to the correct output?	13.16		1315.5		-131.55		263.1		c	0	-2**(2*x_2 + 1.0) - x_3 + cos(1.57*x_4) + cos(x_4 - 3.14) + x_4/x_1
154	173	sim	Given the formula $$x_{1} + x_{3} x_{4} + \left(- \sin{\left (x_{3} - 3.14 \right )}\right)^{0.5} + \sin^{0.5}{\left (x_{2} - 3.14 \right )} + 5$$ and the input value(s) $$[x_1=6,x_2=6.28,x_3=1.57,x_4=1]$$ which of the following values is the nearest to the correct output?	13.61		1.36		27.22		-136.1		a	0	x_1 + x_3*x_4 + (-sin(x_3 - 3.14))**0.5 + sin(x_2 - 3.14)**0.5 + 5
155	174	sim	Given the formula $$\left(x_{1} + x_{3} - x_{4} - \sin{\left (x_{2} - 1.57 \right )} + 8\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=1.57,x_3=6,x_4=0]$$ which of the following values is the nearest to the correct output?	2.0		-0.4		8.0		4.0		d	0	(x_1 + x_3 - x_4 - sin(x_2 - 1.57) + 8)**0.5
156	175	sim	Given the formula $$- \frac{x_{3}^{5} - \frac{x_{4}}{x_{1}} \sin{\left (x_{3} - 3.14 \right )}}{\sin{\left (x_{2} - 1.57 \right )}}$$ and the input value(s) $$[x_1=4,x_2=0,x_3=1.57,x_4=4]$$ which of the following values is the nearest to the correct output?	-21.08		10.54		-1.05		-5.27		b	0	-(x_3**5 - x_4*sin(x_3 - 3.14)/x_1)/sin(x_2 - 1.57)
157	176	sim	Given the formula $$\frac{5 x_{2}}{x_{2} + x_{4}} + \sin{\left (x_{1} - 3.14 \right )} + \cos{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=3.14,x_2=4,x_3=3,x_4=8]$$ which of the following values is the nearest to the correct output?	1.66		3.32		0.83		16.6		a	0	5*x_2/(x_2 + x_4) + sin(x_1 - 3.14) + cos(1.57*x_3)
158	177	sim	Given the formula $$- x_{2} x_{3} - x_{2} x_{3}^{x_{4}} + \cos{\left (1.57 x_{1} \right )} - \frac{x_{2}}{x_{1}}$$ and the input value(s) $$[x_1=3,x_2=9,x_3=5,x_4=1]$$ which of the following values is the nearest to the correct output?	930.0		-93.0		9.3		-9.3		b	0	-x_2*x_3 - x_2*x_3**x_4 + cos(1.57*x_1) - x_2/x_1
159	179	sim	Given the formula $$6 x_{3} x_{4}^{2} \sin{\left (3.14 x_{1} \right )} - \sin{\left (x_{2} + 3.14 \right )} - \cos{\left (x_{1} - 3.14 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=3.14,x_3=9,x_4=8]$$ which of the following values is the nearest to the correct output?	2641.73		26417.3		-26417.3		-264.17		a	0	6*x_3*x_4**2*sin(3.14*x_1) - sin(x_2 + 3.14) - cos(x_1 - 3.14)
160	181	sim	Given the formula $$\left(4^{\frac{2 x_{1}}{x_{2}} x_{3}} + x_{2} + \sin{\left (x_{4} + 3.14 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=0,x_2=5,x_3=5,x_4=3.14]$$ which of the following values is the nearest to the correct output?	2.45		1.23		-0.25		-1.23		a	0	(4**(2*x_1*x_3/x_2) + x_2 + sin(x_4 + 3.14))**0.5
161	182	sim	Given the formula $$- \cos{\left (1.57 x_{3} \right )} + \frac{x_{3}}{x_{1} x_{2} x_{4}}$$ and the input value(s) $$[x_1=3,x_2=6,x_3=4,x_4=1]$$ which of the following values is the nearest to the correct output?	0.08		1.56		-0.39		-0.78		d	0	-cos(1.57*x_3) + x_3/(x_1*x_2*x_4)
162	183	sim	Given the formula $$8 x_{2} + 5 x_{3} - \sin{\left (x_{4} - 3.14 \right )} + \frac{8}{x_{1} x_{2}}$$ and the input value(s) $$[x_1=5,x_2=1,x_3=2,x_4=6.28]$$ which of the following values is the nearest to the correct output?	39.2		19.6		-196.0		-9.8		b	0	8*x_2 + 5*x_3 - sin(x_4 - 3.14) + 8/(x_1*x_2)
163	184	sim	Given the formula $$- x_{1}^{x_{4}} - \sin{\left (1.57 x_{2} \right )} - \sin^{0.5}{\left (x_{1} + 1.57 \right )} + \sin{\left (x_{3} - 1.57 \right )} + 7$$ and the input value(s) $$[x_1=6.28,x_2=7,x_3=0,x_4=0]$$ which of the following values is the nearest to the correct output?	5.0		-50.0		0.5		-0.5		a	0	-x_1**x_4 - sin(1.57*x_2) - sin(x_1 + 1.57)**0.5 + sin(x_3 - 1.57) + 7
164	185	sim	Given the formula $$8 x_{4} - \cos{\left (1.57 x_{1} \right )} + \frac{1}{x_{2} x_{3}} \cos{\left (x_{4} + 3.14 \right )}$$ and the input value(s) $$[x_1=2,x_2=9,x_3=1,x_4=1.57]$$ which of the following values is the nearest to the correct output?	27.12		-27.12		1.36		13.56		d	0	8*x_4 - cos(1.57*x_1) + cos(x_4 + 3.14)/(x_2*x_3)
165	187	sim	Given the formula $$- x_{1} x_{4} + \frac{5 x_{4}}{x_{3}^{9}} + \frac{7}{x_{2}}$$ and the input value(s) $$[x_1=0.4,x_2=0.9,x_3=0.9,x_4=0.0]$$ which of the following values is the nearest to the correct output?	7.78		77.8		-77.8		-3.89		a	0	-x_1*x_4 + 5*x_4/x_3**9 + 7/x_2
166	188	sim	Given the formula $$- x_{1} x_{4} - x_{2} + x_{3} - \cos{\left (x_{1} + 1.57 \right )} + 5$$ and the input value(s) $$[x_1=3.14,x_2=2,x_3=1,x_4=5]$$ which of the following values is the nearest to the correct output?	-1.17		117.0		-11.7		1.17		c	0	-x_1*x_4 - x_2 + x_3 - cos(x_1 + 1.57) + 5
167	189	sim	Given the formula $$5^{x_{4}} x_{2} - x_{3}^{0.5} \cos{\left (1.57 x_{1} \right )} + \cos{\left (x_{2} + 1.57 \right )} + \frac{1}{x_{1}}$$ and the input value(s) $$[x_1=8,x_2=0,x_3=1,x_4=3]$$ which of the following values is the nearest to the correct output?	-8.7		0.09		-1.74		-0.87		d	0	5**x_4*x_2 - x_3**0.5*cos(1.57*x_1) + cos(x_2 + 1.57) + 1/x_1
168	190	sim	Given the formula $$- 8 x_{3} \left(x_{2} x_{3} + x_{2} + 5\right) \sin{\left (x_{1} - 3.14 \right )} + 3 x_{3} + 9 x_{4} + \sin{\left (3.14 x_{3} \right )}$$ and the input value(s) $$[x_1=3.14,x_2=2,x_3=2,x_4=3]$$ which of the following values is the nearest to the correct output?	-330.0		33.0		330.0		16.5		b	0	-8*x_3*(x_2*x_3 + x_2 + 5)*sin(x_1 - 3.14) + 3*x_3 + 9*x_4 + sin(3.14*x_3)
169	191	sim	Given the formula $$- \frac{\left(\frac{x_{4}}{x_{1}}\right)^{0.5}}{\cos{\left (x_{3} - 1.57 \right )}} + \sin^{x_{2}}{\left (x_{3} + 3.14 \right )}$$ and the input value(s) $$[x_1=2,x_2=6,x_3=0,x_4=1]$$ which of the following values is the nearest to the correct output?	1776.04		-888.02		8880.2		88.8		b	0	-(x_4/x_1)**0.5/cos(x_3 - 1.57) + sin(x_3 + 3.14)**x_2
170	192	sim	Given the formula $$3 x_{2} + x_{3}^{14} \left(x_{1} + x_{3} + x_{4}^{0.5}\right) + 6$$ and the input value(s) $$[x_1=0.3,x_2=0.5,x_3=0.4,x_4=0.6]$$ which of the following values is the nearest to the correct output?	7.5		75.0		-0.75		15.0		a	0	3*x_2 + x_3**14*(x_1 + x_3 + x_4**0.5) + 6
171	193	sim	Given the formula $$x_{1} x_{2} + x_{2}^{0.5} x_{3} + 5 x_{2}^{2} - x_{4} + 1$$ and the input value(s) $$[x_1=1,x_2=5,x_3=6,x_4=7]$$ which of the following values is the nearest to the correct output?	137.41		13.74		68.7		-13.74		a	0	x_1*x_2 + x_2**0.5*x_3 + 5*x_2**2 - x_4 + 1
172	194	sim	Given the formula $$\frac{1}{9 x_{2}^{2} + x_{3} - x_{4}^{0.5}} \left(- x_{2} - 5 \sin{\left (x_{2} - 3.14 \right )} - \cos{\left (3.14 x_{1} \right )}\right)$$ and the input value(s) $$[x_1=4,x_2=0,x_3=8,x_4=0]$$ which of the following values is the nearest to the correct output?	0.01		-0.24		1.2		-0.12		d	0	(-x_2 - 5*sin(x_2 - 3.14) - cos(3.14*x_1))/(9*x_2**2 + x_3 - x_4**0.5)
173	195	sim	Given the formula $$x_{1} x_{4} - x_{2} + \frac{x_{3}}{\cos{\left (x_{2} + 1.57 \right )}} + 3$$ and the input value(s) $$[x_1=3,x_2=6.28,x_3=5,x_4=2]$$ which of the following values is the nearest to the correct output?	125.85		1258.49		-2516.98		12584.9		b	0	x_1*x_4 - x_2 + x_3/cos(x_2 + 1.57) + 3
174	196	sim	Given the formula $$- x_{1} - x_{3} \sin^{x_{2}}{\left (1.57 x_{2} \right )} + 9 x_{4} - \sin{\left (x_{3} - 1.57 \right )}$$ and the input value(s) $$[x_1=9,x_2=1,x_3=0,x_4=3]$$ which of the following values is the nearest to the correct output?	19.0		-1.9		1.9		9.5		a	0	-x_1 - x_3*sin(1.57*x_2)**x_2 + 9*x_4 - sin(x_3 - 1.57)
175	197	sim	Given the formula $$\left(- x_{1} + x_{2}^{2} x_{3}\right) \cos{\left (3.14 x_{1} \right )} \cos^{7}{\left (x_{4} - 1.57 \right )}$$ and the input value(s) $$[x_1=1,x_2=9,x_3=0,x_4=1.57]$$ which of the following values is the nearest to the correct output?	0.1		1.0		0.5		-10.0		b	0	(-x_1 + x_2**2*x_3)*cos(3.14*x_1)*cos(x_4 - 1.57)**7
176	198	sim	Given the formula $$\frac{\left(x_{1} - \frac{x_{1}}{x_{4}} + x_{2}\right) \sin{\left (x_{2} + 1.57 \right )}}{x_{1} + \cos{\left (x_{3} + 1.57 \right )} + 6}$$ and the input value(s) $$[x_1=9,x_2=3.14,x_3=3.14,x_4=2]$$ which of the following values is the nearest to the correct output?	-5.1		-0.26		-0.51		-0.05		c	0	(x_1 - x_1/x_4 + x_2)*sin(x_2 + 1.57)/(x_1 + cos(x_3 + 1.57) + 6)
177	199	sim	Given the formula $$\left(x_{2} x_{4} \left(9 x_{1} + 2 x_{3}\right)\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=4,x_3=3,x_4=5]$$ which of the following values is the nearest to the correct output?	-10.96		2.19		10.96		21.91		d	0	(x_2*x_4*(9*x_1 + 2*x_3))**0.5
178	200	sim	Given the formula $$\frac{4 x_{1}^{2}}{x_{3}} + 9 \sin{\left (1.57 x_{4} \right )} \cos{\left (x_{1} + 3.14 \right )} \cos{\left (x_{2} - 3.14 \right )} + \cos{\left (1.57 x_{4} \right )}$$ and the input value(s) $$[x_1=0,x_2=1.57,x_3=9,x_4=0]$$ which of the following values is the nearest to the correct output?	1.0		-2.0		10.0		2.0		a	0	4*x_1**2/x_3 + 9*sin(1.57*x_4)*cos(x_1 + 3.14)*cos(x_2 - 3.14) + cos(1.57*x_4)
179	201	sim	Given the formula $$\frac{5 x_{1} + x_{3} + x_{4} + 1}{9.0 \cdot 0^{x_{2}} + x_{4} + 9}$$ and the input value(s) $$[x_1=5,x_2=0,x_3=2,x_4=1]$$ which of the following values is the nearest to the correct output?	-3.06		15.3		1.53		0.77		c	0	(5*x_1 + x_3 + x_4 + 1)/(9.0*0**x_2 + x_4 + 9)
180	202	sim	Given the formula $$x_{1} + x_{2} - \cos{\left (x_{3} - 3.14 \right )} + 2 + \frac{1}{x_{4}}$$ and the input value(s) $$[x_1=8,x_2=8,x_3=6.28,x_4=3]$$ which of the following values is the nearest to the correct output?	-1.93		19.33		9.66		-193.3		b	0	x_1 + x_2 - cos(x_3 - 3.14) + 2 + 1/x_4
181	203	sim	Given the formula $$x_{1} - x_{2} x_{3}^{x_{4}} + x_{2} - x_{3} + \left(x_{2}^{2}\right)^{0.5} + 9$$ and the input value(s) $$[x_1=5,x_2=4,x_3=0,x_4=8]$$ which of the following values is the nearest to the correct output?	22.0		-44.0		-220.0		220.0		a	0	x_1 - x_2*x_3**x_4 + x_2 - x_3 + (x_2**2)**0.5 + 9
182	204	sim	Given the formula $$\frac{\left(- x_{1} - x_{2} + 7\right) \cos{\left (x_{4} + 3.14 \right )}}{\left(x_{1}^{0.5} + x_{2} + 1.0\right) \sin{\left (1.57 x_{3} \right )}}$$ and the input value(s) $$[x_1=6,x_2=8,x_3=1,x_4=3.14]$$ which of the following values is the nearest to the correct output?	1.22		-0.06		-6.1		-0.61		d	0	(-x_1 - x_2 + 7)*cos(x_4 + 3.14)/((x_1**0.5 + x_2 + 1.0)*sin(1.57*x_3))
183	205	sim	Given the formula $$9 x_{1} + x_{2}^{x_{4}} \sin{\left (3.14 x_{3} \right )} + 6 x_{3} + x_{4} + 5$$ and the input value(s) $$[x_1=0,x_2=1,x_3=2,x_4=8]$$ which of the following values is the nearest to the correct output?	250.0		25.0		2.5		50.0		b	0	9*x_1 + x_2**x_4*sin(3.14*x_3) + 6*x_3 + x_4 + 5
184	207	sim	Given the formula $$x_{1} - \sin^{0.5}{\left (3.14 x_{2} \right )} - \cos{\left (x_{1} + 3.14 \right )} + 8 + \frac{5}{x_{4}} + \frac{8}{x_{3}}$$ and the input value(s) $$[x_1=6.28,x_2=9,x_3=9,x_4=9]$$ which of the following values is the nearest to the correct output?	-33.2		16.6		166.0		-166.0		b	0	x_1 - sin(3.14*x_2)**0.5 - cos(x_1 + 3.14) + 8 + 5/x_4 + 8/x_3
185	208	sim	Given the formula $$9^{- x_{1} + 2} + x_{2} + x_{3} - \sin{\left (x_{4} - 3.14 \right )} + 8 - \frac{1}{x_{4}} \left(x_{1} + 9\right)$$ and the input value(s) $$[x_1=4,x_2=1,x_3=7,x_4=1.57]$$ which of the following values is the nearest to the correct output?	4.37		8.73		-4.37		-87.3		b	0	9**(-x_1 + 2) + x_2 + x_3 - sin(x_4 - 3.14) + 8 - (x_1 + 9)/x_4
186	209	sim	Given the formula $$\frac{3 x_{3}}{x_{2} \left(- x_{1} + 7 x_{4}\right) \left(- x_{3} + 1\right)^{0.5}}$$ and the input value(s) $$[x_1=0.7,x_2=0.8,x_3=0.4,x_4=0.3]$$ which of the following values is the nearest to the correct output?	0.14		-13.8		13.8		1.38		d	0	3*x_3*(-x_3 + 1)**(-0.5)/(x_2*(-x_1 + 7*x_4))
187	211	sim	Given the formula $$- x_{2} + x_{4} \sin^{x_{1}}{\left (3.14 x_{3} \right )} + x_{4} + 1 + \frac{1}{x_{3}}$$ and the input value(s) $$[x_1=9,x_2=9,x_3=8,x_4=7]$$ which of the following values is the nearest to the correct output?	-8.8		-0.88		0.44		0.09		b	0	-x_2 + x_4*sin(3.14*x_3)**x_1 + x_4 + 1 + 1/x_3
188	212	sim	Given the formula $$- 2^{x_{2}} x_{1} + \frac{9 x_{1}}{x_{3}} + 2 \left(- x_{4} + 2\right)^{8}$$ and the input value(s) $$[x_1=0.6,x_2=0.0,x_3=0.1,x_4=0.0]$$ which of the following values is the nearest to the correct output?	282.7		56.54		565.4		5654.0		c	0	-2**x_2*x_1 + 9*x_1/x_3 + 2*(-x_4 + 2)**8
189	213	sim	Given the formula $$2 x_{2} - x_{4} - \sin{\left (1.57 x_{3} \right )} + \cos{\left (1.57 x_{1} \right )} + 9$$ and the input value(s) $$[x_1=2,x_2=3,x_3=1,x_4=6]$$ which of the following values is the nearest to the correct output?	7.0		14.0		-0.7		-70.0		a	0	2*x_2 - x_4 - sin(1.57*x_3) + cos(1.57*x_1) + 9
190	214	sim	Given the formula $$2 x_{1} x_{2} - x_{1} \sin{\left (x_{4} + 3.14 \right )} - x_{4}^{x_{1}} - 3 \sin{\left (x_{3} - 3.14 \right )}$$ and the input value(s) $$[x_1=7,x_2=0,x_3=0,x_4=0]$$ which of the following values is the nearest to the correct output?	-0.1		0.01		-0.02		-0.01		d	0	2*x_1*x_2 - x_1*sin(x_4 + 3.14) - x_4**x_1 - 3*sin(x_3 - 3.14)
191	216	sim	Given the formula $$9 x_{1} + 3 x_{3} + x_{4} \sin{\left (x_{1} - 3.14 \right )} + x_{4} \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=3.14,x_3=7,x_4=4]$$ which of the following values is the nearest to the correct output?	38.76		-38.76		-155.04		77.52		d	0	9*x_1 + 3*x_3 + x_4*sin(x_1 - 3.14) + x_4*cos(x_2 + 1.57)
192	218	sim	Given the formula $$x_{1} - x_{2} + 7 x_{4} + 5 \left(- x_{4} + 3\right)^{x_{3}} + 3$$ and the input value(s) $$[x_1=0.4,x_2=0.2,x_3=0.0,x_4=0.6]$$ which of the following values is the nearest to the correct output?	12.4		1.24		24.8		6.2		a	0	x_1 - x_2 + 7*x_4 + 5*(-x_4 + 3)**x_3 + 3
193	219	sim	Given the formula $$- \left(x_{2} + 5\right)^{0.5} + \frac{\cos{\left (x_{1} + 1.57 \right )}}{x_{3} + 8} \left(- x_{4} + 4\right)$$ and the input value(s) $$[x_1=0,x_2=2,x_3=9,x_4=3]$$ which of the following values is the nearest to the correct output?	-2.65		0.27		-0.27		-5.3		a	0	-(x_2 + 5)**0.5 + (-x_4 + 4)*cos(x_1 + 1.57)/(x_3 + 8)
194	220	sim	Given the formula $$- \frac{x_{1} x_{3}^{0.5}}{x_{4} \sin{\left (x_{2} - 3.14 \right )}} + \frac{6}{\left(x_{3} + x_{4}\right) \cos{\left (x_{3} + 1.57 \right )}}$$ and the input value(s) $$[x_1=8,x_2=6.28,x_3=3.14,x_4=8]$$ which of the following values is the nearest to the correct output?	-133.81		13380.6		-669.03		-1338.06		d	0	-x_1*x_3**0.5/(x_4*sin(x_2 - 3.14)) + 6/((x_3 + x_4)*cos(x_3 + 1.57))
195	221	sim	Given the formula $$\frac{2 x_{2} \cos{\left (x_{1} + 3.14 \right )}}{\sin{\left (x_{3} + 3.14 \right )} + \sin{\left (x_{4} - 1.57 \right )}}$$ and the input value(s) $$[x_1=0,x_2=2,x_3=6.28,x_4=3.14]$$ which of the following values is the nearest to the correct output?	39.8		-3.98		0.4		7.96		b	0	2*x_2*cos(x_1 + 3.14)/(sin(x_3 + 3.14) + sin(x_4 - 1.57))
196	223	sim	Given the formula $$\frac{x_{1}^{2}}{x_{3} x_{4}} + \frac{- x_{3}^{x_{2}} + 5}{\sin{\left (1.57 x_{1} \right )}} - \sin{\left (1.57 x_{2} \right )}$$ and the input value(s) $$[x_1=5,x_2=2,x_3=8,x_4=7]$$ which of the following values is the nearest to the correct output?	29.28		585.6		117.12		-58.56		d	0	x_1**2/(x_3*x_4) + (-x_3**x_2 + 5)/sin(1.57*x_1) - sin(1.57*x_2)
197	224	sim	Given the formula $$7 \cdot 0.841^{\cos{\left (x_{3} \right )}} x_{1} + 7^{x_{4}} \cos{\left (x_{2} \right )} - x_{2} + \sin{\left (1.57 x_{1} \right )} + 7$$ and the input value(s) $$[x_1=9,x_2=2,x_3=4,x_4=5]$$ which of the following values is the nearest to the correct output?	-13835.3		3458.82		691.76		-6917.65		d	0	7*0.841**cos(x_3)*x_1 + 7**x_4*cos(x_2) - x_2 + sin(1.57*x_1) + 7
198	225	sim	Given the formula $$- 3.14 x_{1}^{3} + 3 x_{3}^{x_{4}} + \sin{\left (3.14 x_{3} \right )} + \cos{\left (x_{2} - 1.57 \right )} + 3$$ and the input value(s) $$[x_1=5,x_2=0,x_3=2,x_4=5]$$ which of the following values is the nearest to the correct output?	29.35		-146.75		146.75		-293.5		d	0	-3.14*x_1**3 + 3*x_3**x_4 + sin(3.14*x_3) + cos(x_2 - 1.57) + 3
199	226	sim	Given the formula $$7 x_{2} x_{4} + \left(x_{1} + x_{4}\right)^{0.5} + \cos{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=3,x_2=1,x_3=6,x_4=1]$$ which of the following values is the nearest to the correct output?	-16.0		8.0		-4.0		80.0		b	0	7*x_2*x_4 + (x_1 + x_4)**0.5 + cos(1.57*x_3)
200	227	sim	Given the formula $$x_{2} + 9 + \frac{8 x_{2}^{9}}{x_{1}} x_{4}^{x_{3}} + \frac{7 x_{2}}{x_{1}}$$ and the input value(s) $$[x_1=0.2,x_2=0.7,x_3=6.0,x_4=0.7]$$ which of the following values is the nearest to the correct output?	34.39		-3.44		-343.9		-68.78		a	0	x_2 + 9 + 8*x_2**9*x_4**x_3/x_1 + 7*x_2/x_1
201	228	sim	Given the formula $$9 x_{1}^{x_{4}} \cos{\left (1.57 x_{4} \right )} \cos{\left (x_{1} - 1.57 \right )} - \frac{x_{2}}{x_{3}} \sin{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=1,x_3=7,x_4=8]$$ which of the following values is the nearest to the correct output?	-135.16		675.8		67.58		6.76		c	0	9*x_1**x_4*cos(1.57*x_4)*cos(x_1 - 1.57) - x_2*sin(x_1 - 1.57)/x_3
202	229	sim	Given the formula $$- x_{1}^{x_{4}} - x_{2} x_{3} - x_{4} + 7 + \frac{8}{x_{2}}$$ and the input value(s) $$[x_1=0,x_2=4,x_3=2,x_4=2]$$ which of the following values is the nearest to the correct output?	-10.0		-0.1		0.5		-1.0		d	0	-x_1**x_4 - x_2*x_3 - x_4 + 7 + 8/x_2
203	230	sim	Given the formula $$3 x_{1} x_{3} + x_{2}^{0.5} + 6 x_{4} - \sin{\left (x_{1} - 3.14 \right )} - \cos{\left (x_{1} - 3.14 \right )} + 2$$ and the input value(s) $$[x_1=1.57,x_2=1,x_3=4,x_4=6]$$ which of the following values is the nearest to the correct output?	58.84		-588.4		29.42		5.88		a	0	3*x_1*x_3 + x_2**0.5 + 6*x_4 - sin(x_1 - 3.14) - cos(x_1 - 3.14) + 2
204	231	sim	Given the formula $$\frac{7 x_{2}}{\cos{\left (x_{2} + 3.14 \right )}} \left(\frac{2 x_{1}}{x_{2}} x_{4} + \frac{\cos{\left (x_{2} - 1.57 \right )}}{x_{3} + 3}\right)$$ and the input value(s) $$[x_1=6,x_2=6.28,x_3=5,x_4=0]$$ which of the following values is the nearest to the correct output?	-0.02		0.01		-0.1		0.02		b	0	7*x_2*(2*x_1*x_4/x_2 + cos(x_2 - 1.57)/(x_3 + 3))/cos(x_2 + 3.14)
205	232	sim	Given the formula $$2 x_{2} + \frac{9 x_{4} + \frac{x_{4}}{x_{1}}}{\cos{\left (3.14 x_{2} \right )}} - \sin{\left (x_{3} - 3.14 \right )} + 6$$ and the input value(s) $$[x_1=9,x_2=6,x_3=6.28,x_4=5]$$ which of the following values is the nearest to the correct output?	63.56		31.78		635.6		-6.36		a	0	2*x_2 + (9*x_4 + x_4/x_1)/cos(3.14*x_2) - sin(x_3 - 3.14) + 6
206	233	sim	Given the formula $$\frac{x_{2}}{x_{3}} + 7 x_{3}^{2} - \left(- x_{2} + x_{4}\right)^{0.5} + 3 \cos{\left (1.57 x_{1} \right )}$$ and the input value(s) $$[x_1=4,x_2=0,x_3=2,x_4=0]$$ which of the following values is the nearest to the correct output?	-310.0		31.0		-62.0		-15.5		b	0	x_2/x_3 + 7*x_3**2 - (-x_2 + x_4)**0.5 + 3*cos(1.57*x_1)
207	234	sim	Given the formula $$\left(5^{\frac{x_{2}}{x_{4}}} x_{3} \cos{\left (3.14 x_{1} \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=6,x_3=6,x_4=8]$$ which of the following values is the nearest to the correct output?	-0.45		4.48		0.45		8.96		b	0	(5**(x_2/x_4)*x_3*cos(3.14*x_1))**0.5
208	235	sim	Given the formula $$\left(- x_{1} + x_{2} + 7 x_{4} \cos{\left (x_{3} - 3.14 \right )} + 3\right)^{0.5}$$ and the input value(s) $$[x_1=4,x_2=6,x_3=1.57,x_4=3]$$ which of the following values is the nearest to the correct output?	-0.22		2.24		0.22		1.12		b	0	(-x_1 + x_2 + 7*x_4*cos(x_3 - 3.14) + 3)**0.5
209	236	sim	Given the formula $$\frac{2 x_{1}}{x_{4}} \left(x_{1} + 9\right) + 1 + \frac{9}{x_{3}} \sin{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=8,x_2=3.14,x_3=8,x_4=4]$$ which of the following values is the nearest to the correct output?	67.88		6.79		-135.76		135.76		a	0	2*x_1*(x_1 + 9)/x_4 + 1 + 9*sin(x_2 + 1.57)/x_3
210	237	sim	Given the formula $$- \frac{\left(- x_{3} x_{4} + 3\right) \cos^{x_{1}}{\left (x_{4} + 1.57 \right )}}{\sin{\left (x_{2} - 3.14 \right )} \cos{\left (1.57 x_{2} \right )}}$$ and the input value(s) $$[x_1=4,x_2=6.28,x_3=7,x_4=1.57]$$ which of the following values is the nearest to the correct output?	-553.15		-2765.74		2765.74		-5531.49		d	0	-(-x_3*x_4 + 3)*cos(x_4 + 1.57)**x_1/(sin(x_2 - 3.14)*cos(1.57*x_2))
211	239	sim	Given the formula $$8 x_{1} + x_{1}^{x_{3}} + \cos{\left (3.14 x_{3} \right )} + \cos{\left (x_{2} + 3.14 \right )} + 7 + \frac{4}{\sin{\left (x_{4} + 1.57 \right )}}$$ and the input value(s) $$[x_1=9,x_2=1.57,x_3=0,x_4=3.14]$$ which of the following values is the nearest to the correct output?	-154.0		38.5		770.0		77.0		d	0	8*x_1 + x_1**x_3 + cos(3.14*x_3) + cos(x_2 + 3.14) + 7 + 4/sin(x_4 + 1.57)
212	241	sim	Given the formula $$- x_{3} x_{4} + \sin{\left (3.14 x_{1} \right )} \cos{\left (x_{2} + 1.57 \right )} + \frac{3}{x_{2}}$$ and the input value(s) $$[x_1=6,x_2=1.57,x_3=5,x_4=9]$$ which of the following values is the nearest to the correct output?	-43.08		86.16		-4.31		430.8		a	0	-x_3*x_4 + sin(3.14*x_1)*cos(x_2 + 1.57) + 3/x_2
213	242	sim	Given the formula $$\left(x_{1} + x_{2}^{0.5} + x_{3} + \frac{1}{x_{4}}\right)^{0.5}$$ and the input value(s) $$[x_1=0.2,x_2=0.5,x_3=0.0,x_4=0.5]$$ which of the following values is the nearest to the correct output?	1.71		3.42		-17.1		-0.17		a	0	(x_1 + x_2**0.5 + x_3 + 1/x_4)**0.5
214	243	sim	Given the formula $$x_{3} \sin{\left (x_{4} + 3.14 \right )} + x_{4}^{x_{2}} + \cos{\left (1.57 x_{1} \right )}$$ and the input value(s) $$[x_1=0,x_2=3,x_3=2,x_4=1.57]$$ which of the following values is the nearest to the correct output?	2.87		1.44		-0.29		0.29		a	0	x_3*sin(x_4 + 3.14) + x_4**x_2 + cos(1.57*x_1)
215	244	sim	Given the formula $$3 \cdot 2^{- \frac{\cos{\left (3.14 x_{3} \right )}}{x_{1} + x_{3}}} x_{3}^{x_{2}} \left(6 x_{2} + 3 x_{4}\right)$$ and the input value(s) $$[x_1=8,x_2=4,x_3=2,x_4=1]$$ which of the following values is the nearest to the correct output?	2418.42		1209.21		-604.61		-120.92		b	0	3*2**(-cos(3.14*x_3)/(x_1 + x_3))*x_3**x_2*(6*x_2 + 3*x_4)
216	245	sim	Given the formula $$\frac{9 x_{2} x_{4}^{x_{1}}}{\cos{\left (x_{3} + 3.14 \right )}} - x_{2} + \cos{\left (3.14 x_{4} \right )} + 5$$ and the input value(s) $$[x_1=0,x_2=1,x_3=1.57,x_4=2]$$ which of the following values is the nearest to the correct output?	1881.15		-376.23		-37623.0		-3762.3		d	0	9*x_2*x_4**x_1/cos(x_3 + 3.14) - x_2 + cos(3.14*x_4) + 5
217	246	sim	Given the formula $$x_{3}^{x_{4}} \left(\frac{x_{2}}{x_{3}}\right)^{0.5} \cos{\left (x_{3} + 1.57 \right )} + 4 x_{4} + \frac{\cos{\left (x_{2} + 1.57 \right )}}{x_{1} - x_{3}}$$ and the input value(s) $$[x_1=0,x_2=1.57,x_3=6.28,x_4=6]$$ which of the following values is the nearest to the correct output?	-73.14		73.14		146.28		-1462.8		c	0	x_3**x_4*(x_2/x_3)**0.5*cos(x_3 + 1.57) + 4*x_4 + cos(x_2 + 1.57)/(x_1 - x_3)
218	247	sim	Given the formula $$- x_{1} - \frac{x_{2}^{0.5}}{x_{4}} + 5 x_{3} + 2$$ and the input value(s) $$[x_1=0.1,x_2=0.8,x_3=0.6,x_4=0.1]$$ which of the following values is the nearest to the correct output?	-2.02		-4.04		8.08		0.4		b	0	-x_1 - x_2**0.5/x_4 + 5*x_3 + 2
219	248	sim	Given the formula $$x_{2} + \frac{2 x_{4}}{x_{3}} x_{4}^{x_{1}} + \frac{4}{x_{3}^{6}}$$ and the input value(s) $$[x_1=9.0,x_2=0.8,x_3=0.7,x_4=0.3]$$ which of the following values is the nearest to the correct output?	34.8		-3.48		17.4		348.0		a	0	x_2 + 2*x_4*x_4**x_1/x_3 + 4/x_3**6
220	249	sim	Given the formula $$2 x_{2}^{x_{1}} + 3 x_{4}^{x_{4}} - 2 \sin{\left (x_{3} - 1.57 \right )}$$ and the input value(s) $$[x_1=8,x_2=0,x_3=0,x_4=5]$$ which of the following values is the nearest to the correct output?	9377.0		937.7		-4688.5		-937.7		a	0	2*x_2**x_1 + 3*x_4**x_4 - 2*sin(x_3 - 1.57)
221	250	sim	Given the formula $$- x_{1} x_{4} + 5 x_{1} + \frac{x_{3}}{x_{4}} \sin{\left (x_{1} - 1.57 \right )} + \sin{\left (1.57 x_{3} \right )} + \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=3.14,x_3=4,x_4=8]$$ which of the following values is the nearest to the correct output?	0.05		-5.1		-0.51		-0.26		c	0	-x_1*x_4 + 5*x_1 + x_3*sin(x_1 - 1.57)/x_4 + sin(1.57*x_3) + cos(x_2 + 1.57)
222	251	sim	Given the formula $$- 3^{x_{4}} + 8 x_{2} \sin^{x_{3}}{\left (x_{1} + 3.14 \right )} \cos{\left (3.14 x_{4} \right )} + \sin{\left (1.57 x_{2} \right )}$$ and the input value(s) $$[x_1=6.28,x_2=4,x_3=8,x_4=3]$$ which of the following values is the nearest to the correct output?	-27.0		-2.7		270.0		2.7		a	0	-3**x_4 + 8*x_2*sin(x_1 + 3.14)**x_3*cos(3.14*x_4) + sin(1.57*x_2)
223	252	sim	Given the formula $$x_{1}^{3} + x_{1} x_{4} \cos{\left (x_{2} - 3.14 \right )} + x_{3}$$ and the input value(s) $$[x_1=8,x_2=0,x_3=3,x_4=8]$$ which of the following values is the nearest to the correct output?	-45.1		-225.5		902.0		451.0		d	0	x_1**3 + x_1*x_4*cos(x_2 - 3.14) + x_3
224	253	sim	Given the formula $$x_{2} x_{3}^{2} + x_{3}^{x_{1}} + 8 \sin{\left (x_{2} + 3.14 \right )} + \frac{1}{x_{4}} \left(x_{1} + 6\right)$$ and the input value(s) $$[x_1=7,x_2=6.28,x_3=1,x_4=9]$$ which of the following values is the nearest to the correct output?	17.52		-17.52		-0.88		8.76		d	0	x_2*x_3**2 + x_3**x_1 + 8*sin(x_2 + 3.14) + (x_1 + 6)/x_4
225	255	sim	Given the formula $$5 x_{1} \cos{\left (3.14 x_{3} \right )} - x_{4} + 9 \left(\frac{1}{x_{2}}\right)^{0.5} + \cos{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=2,x_2=6.28,x_3=9,x_4=6]$$ which of the following values is the nearest to the correct output?	-134.1		134.1		-13.41		-6.71		c	0	5*x_1*cos(3.14*x_3) - x_4 + 9*(1/x_2)**0.5 + cos(x_2 - 3.14)
226	256	sim	Given the formula $$- \frac{\left(6 x_{1} x_{2} x_{4}^{0.5} + x_{2} - x_{3} + 3\right) \sin{\left (x_{3} - 3.14 \right )}}{\sin{\left (1.57 x_{2} \right )} \sin{\left (x_{4} + 1.57 \right )}}$$ and the input value(s) $$[x_1=1,x_2=9,x_3=0,x_4=0]$$ which of the following values is the nearest to the correct output?	-0.2		0.02		0.01		0.2		b	0	-(6*x_1*x_2*x_4**0.5 + x_2 - x_3 + 3)*sin(x_3 - 3.14)/(sin(1.57*x_2)*sin(x_4 + 1.57))
227	257	sim	Given the formula $$x_{1}^{0.5} + x_{1} - x_{2} + 3 x_{3} + x_{4} + 5$$ and the input value(s) $$[x_1=1,x_2=4,x_3=3,x_4=6]$$ which of the following values is the nearest to the correct output?	1.8		18.0		-1.8		180.0		b	0	x_1**0.5 + x_1 - x_2 + 3*x_3 + x_4 + 5
228	258	sim	Given the formula $$6 \left(\frac{x_{2} x_{4}}{x_{3}}\right)^{0.5} \cos{\left (x_{1} - 3.14 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=1,x_3=8,x_4=8]$$ which of the following values is the nearest to the correct output?	-0.6		-3.0		60.0		6.0		d	0	6*(x_2*x_4/x_3)**0.5*cos(x_1 - 3.14)
229	259	sim	Given the formula $$x_{1} + \frac{x_{3} \left(- x_{4} + 7\right)}{x_{2} + 4} + 4 + \frac{7}{x_{3}}$$ and the input value(s) $$[x_1=0.7,x_2=0.4,x_3=0.4,x_4=0.0]$$ which of the following values is the nearest to the correct output?	-45.68		-228.4		22.84		2.28		c	0	x_1 + x_3*(-x_4 + 7)/(x_2 + 4) + 4 + 7/x_3
230	260	sim	Given the formula $$- \frac{4^{x_{3}}}{x_{1} x_{4}} - \left(x_{1} + 5\right)^{0.5} + \sin{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=2,x_2=0,x_3=4,x_4=4]$$ which of the following values is the nearest to the correct output?	17.32		-34.64		-17.32		346.4		b	0	-4**x_3/(x_1*x_4) - (x_1 + 5)**0.5 + sin(x_2 + 3.14)
231	261	sim	Given the formula $$\left(x_{1} + x_{3}^{x_{4}} + \cos{\left (1.57 x_{2} \right )} + 4\right)^{0.5}$$ and the input value(s) $$[x_1=8,x_2=0,x_3=9,x_4=7]$$ which of the following values is the nearest to the correct output?	2187.0		-4374.0		218.7		-218.7		a	0	(x_1 + x_3**x_4 + cos(1.57*x_2) + 4)**0.5
232	262	sim	Given the formula $$- x_{1} \cos{\left (x_{4} - 1.57 \right )} + 6 x_{2} - x_{3} + 2$$ and the input value(s) $$[x_1=5,x_2=5,x_3=9,x_4=3.14]$$ which of the following values is the nearest to the correct output?	-230.0		23.0		-46.0		46.0		b	0	-x_1*cos(x_4 - 1.57) + 6*x_2 - x_3 + 2
233	263	sim	Given the formula $$6 \sin{\left (x_{1} + 1.57 \right )} + \frac{\left(x_{2} + 6\right) \sin{\left (x_{4} - 3.14 \right )}}{x_{1} x_{3} \sin{\left (x_{3} - 1.57 \right )}}$$ and the input value(s) $$[x_1=1.57,x_2=0,x_3=6.28,x_4=0]$$ which of the following values is the nearest to the correct output?	0.1		0.01		0.01		-0.02		b	0	6*sin(x_1 + 1.57) + (x_2 + 6)*sin(x_4 - 3.14)/(x_1*x_3*sin(x_3 - 1.57))
234	264	sim	Given the formula $$- 9^{- x_{4} + 1} + 7 x_{3} + x_{4} \cos{\left (x_{2} + 1.57 \right )} + \cos{\left (1.57 x_{1} \right )}$$ and the input value(s) $$[x_1=2,x_2=0,x_3=8,x_4=4]$$ which of the following values is the nearest to the correct output?	110.0		-27.5		55.0		5.5		c	0	-9**(-x_4 + 1) + 7*x_3 + x_4*cos(x_2 + 1.57) + cos(1.57*x_1)
235	265	sim	Given the formula $$\frac{4}{x_{3}} 0^{x_{3}} + 6 x_{1} - x_{2} + 4 x_{3} + x_{4}^{9}$$ and the input value(s) $$[x_1=0.8,x_2=0.1,x_3=7.0,x_4=0.2]$$ which of the following values is the nearest to the correct output?	327.0		16.35		32.7		-327.0		c	0	4*0**x_3/x_3 + 6*x_1 - x_2 + 4*x_3 + x_4**9
236	266	sim	Given the formula $$4 x_{2} x_{3} + x_{3}^{2} - \frac{\sin{\left (3.14 x_{4} \right )}}{\sin{\left (x_{1} - 3.14 \right )}} + 4$$ and the input value(s) $$[x_1=6.28,x_2=2,x_3=0,x_4=2]$$ which of the following values is the nearest to the correct output?	6.0		12.0		-0.6		0.6		a	0	4*x_2*x_3 + x_3**2 - sin(3.14*x_4)/sin(x_1 - 3.14) + 4
237	269	sim	Given the formula $$- x_{1} + x_{4} \cos{\left (x_{3} - 1.57 \right )} - x_{4} + 9 - \frac{1}{x_{2}} \sin{\left (x_{4} - 3.14 \right )}$$ and the input value(s) $$[x_1=9,x_2=4,x_3=0,x_4=1.57]$$ which of the following values is the nearest to the correct output?	-1.32		-13.2		-0.13		-0.66		a	0	-x_1 + x_4*cos(x_3 - 1.57) - x_4 + 9 - sin(x_4 - 3.14)/x_2
238	270	sim	Given the formula $$\frac{x_{1} + \cos{\left (x_{3} - 1.57 \right )}}{- x_{1}^{2} + x_{2} - x_{4}}$$ and the input value(s) $$[x_1=9,x_2=1,x_3=1.57,x_4=6]$$ which of the following values is the nearest to the correct output?	-0.12		-0.01		-0.06		1.2		a	0	(x_1 + cos(x_3 - 1.57))/(-x_1**2 + x_2 - x_4)
239	271	sim	Given the formula $$x_{3} x_{4} + 2 \cos{\left (x_{2} + 3.14 \right )} + \frac{x_{2}}{x_{1}}$$ and the input value(s) $$[x_1=8,x_2=3.14,x_3=7,x_4=0]$$ which of the following values is the nearest to the correct output?	0.24		1.2		-0.24		2.39		d	0	x_3*x_4 + 2*cos(x_2 + 3.14) + x_2/x_1
240	272	sim	Given the formula $$x_{2} \sin{\left (x_{3} - 3.14 \right )} + x_{3} + \cos{\left (3.14 x_{4} \right )} + \cos{\left (x_{1} - 3.14 \right )}$$ and the input value(s) $$[x_1=0,x_2=1,x_3=0,x_4=7]$$ which of the following values is the nearest to the correct output?	-4.0		20.0		-2.0		-1.0		c	0	x_2*sin(x_3 - 3.14) + x_3 + cos(3.14*x_4) + cos(x_1 - 3.14)
241	273	sim	Given the formula $$- x_{1} \cos{\left (x_{4} + 1.57 \right )} - x_{3} + 6 x_{4} + \left(x_{1}^{x_{2}}\right)^{0.5} + 9$$ and the input value(s) $$[x_1=5,x_2=5,x_3=5,x_4=6.28]$$ which of the following values is the nearest to the correct output?	97.57		48.78		-9.76		-975.7		a	0	-x_1*cos(x_4 + 1.57) - x_3 + 6*x_4 + (x_1**x_2)**0.5 + 9
242	274	sim	Given the formula $$3^{\frac{x_{3}}{x_{1}}} - x_{1} + x_{1}^{x_{4}} + x_{2} + 9 x_{4} + 1$$ and the input value(s) $$[x_1=9.0,x_2=0.1,x_3=9.0,x_4=2.0]$$ which of the following values is the nearest to the correct output?	-47.05		9.41		94.1		-941.0		c	0	3**(x_3/x_1) - x_1 + x_1**x_4 + x_2 + 9*x_4 + 1
243	275	sim	Given the formula $$\frac{x_{1}}{x_{3}} + \frac{x_{2} \left(x_{4} + 8\right) \cos{\left (3.14 x_{2} \right )}}{\left(x_{1} + 6\right) \sin{\left (x_{1} + 3.14 \right )}} - x_{3}$$ and the input value(s) $$[x_1=3.14,x_2=2,x_3=1,x_4=5]$$ which of the following values is the nearest to the correct output?	-890.91		-8909.1		8909.1		89.09		a	0	x_1/x_3 + x_2*(x_4 + 8)*cos(3.14*x_2)/((x_1 + 6)*sin(x_1 + 3.14)) - x_3
244	276	sim	Given the formula $$3 x_{1} + \frac{x_{4}}{- x_{2} + x_{3}} + \sin{\left (x_{3} + 1.57 \right )} + 3$$ and the input value(s) $$[x_1=0,x_2=1,x_3=3.14,x_4=9]$$ which of the following values is the nearest to the correct output?	6.21		-62.1		3.1		-12.42		a	0	3*x_1 + x_4/(-x_2 + x_3) + sin(x_3 + 1.57) + 3
245	277	sim	Given the formula $$\frac{9^{x_{3} x_{4}} + 5 x_{2} x_{4}}{6^{x_{4}} + x_{1} - x_{2} - x_{4} + 7}$$ and the input value(s) $$[x_1=1,x_2=5,x_3=9,x_4=0]$$ which of the following values is the nearest to the correct output?	0.25		0.03		0.5		-0.12		a	0	(9**(x_3*x_4) + 5*x_2*x_4)/(6**x_4 + x_1 - x_2 - x_4 + 7)
246	278	sim	Given the formula $$\left(- x_{3}\right)^{x_{4}} \left(\cos{\left (x_{2} + 1.57 \right )} + \frac{x_{2}}{x_{1}}\right)$$ and the input value(s) $$[x_1=3,x_2=1.57,x_3=9,x_4=0]$$ which of the following values is the nearest to the correct output?	-0.24		-0.48		0.24		-4.8		b	0	(-x_3)**x_4*(cos(x_2 + 1.57) + x_2/x_1)
247	279	sim	Given the formula $$\left(3 x_{1} x_{2} + 3 x_{3} x_{4}^{3} + 3\right)^{0.5}$$ and the input value(s) $$[x_1=0.1,x_2=0.8,x_3=0.9,x_4=0.4]$$ which of the following values is the nearest to the correct output?	1.85		0.19		3.7		0.93		a	0	(3*x_1*x_2 + 3*x_3*x_4**3 + 3)**0.5
248	281	sim	Given the formula $$\sin^{x_{1}}{\left (1.57 x_{3} \right )} + \frac{x_{2} x_{4} + 5}{6 x_{3} + 4}$$ and the input value(s) $$[x_1=7,x_2=7,x_3=6,x_4=5]$$ which of the following values is the nearest to the correct output?	0.1		-2.0		-10.0		1.0		d	0	sin(1.57*x_3)**x_1 + (x_2*x_4 + 5)/(6*x_3 + 4)
249	282	sim	Given the formula $$\frac{3}{x_{3}^{4}} \left(x_{1} + 8\right)^{4} \sin{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=3,x_2=1.57,x_3=5]$$ which of the following values is the nearest to the correct output?	0.01		0.11		-0.06		0.06		b	0	3*(x_1 + 8)**4*sin(x_2 + 1.57)/x_3**4
250	283	sim	Given the formula $$\left(x_{1} + \sin{\left (x_{2} - 1.57 \right )} \cos{\left (1.57 x_{3} \right )} + 7\right)^{0.5}$$ and the input value(s) $$[x_1=9,x_2=0,x_3=4]$$ which of the following values is the nearest to the correct output?	3.87		38.7		-38.7		-1.94		a	0	(x_1 + sin(x_2 - 1.57)*cos(1.57*x_3) + 7)**0.5
251	285	sim	Given the formula $$\left(4 x_{1} + x_{2} + x_{3} + 6\right)^{0.5}$$ and the input value(s) $$[x_1=0.5,x_2=0.7,x_3=0.2]$$ which of the following values is the nearest to the correct output?	-5.96		-29.8		2.98		-1.49		c	0	(4*x_1 + x_2 + x_3 + 6)**0.5
252	286	sim	Given the formula $$x_{1} + 2 x_{3} + \sin{\left (x_{2} + 1.57 \right )} + 8$$ and the input value(s) $$[x_1=2,x_2=6.28,x_3=5]$$ which of the following values is the nearest to the correct output?	42.0		-10.5		-42.0		21.0		d	0	x_1 + 2*x_3 + sin(x_2 + 1.57) + 8
253	287	sim	Given the formula $$x_{1} + 4.0 x_{3}^{2} + \cos^{x_{1}}{\left (3.14 x_{2} \right )} + 2$$ and the input value(s) $$[x_1=9,x_2=8,x_3=8]$$ which of the following values is the nearest to the correct output?	-2680.0		-134.0		2680.0		268.0		d	0	x_1 + 4.0*x_3**2 + cos(3.14*x_2)**x_1 + 2
254	288	sim	Given the formula $$5 \cos{\left (3.14 x_{2} \right )} + \cos{\left (x_{1} + 3.14 \right )} + \frac{1}{x_{2} + x_{3}}$$ and the input value(s) $$[x_1=3.14,x_2=2,x_3=0]$$ which of the following values is the nearest to the correct output?	-65.0		13.0		3.25		6.5		d	0	5*cos(3.14*x_2) + cos(x_1 + 3.14) + 1/(x_2 + x_3)
255	289	sim	Given the formula $$\left(\left(\frac{9}{x_{2}} + \frac{2}{x_{1}}\right) \left(x_{3} + 3\right)^{5}\right)^{0.5}$$ and the input value(s) $$[x_1=4,x_2=3,x_3=0]$$ which of the following values is the nearest to the correct output?	-58.32		29.16		291.6		58.32		b	0	((9/x_2 + 2/x_1)*(x_3 + 3)**5)**0.5
256	290	sim	Given the formula $$- 9^{9 x_{1}^{0.5}} x_{3} - \sin{\left (x_{2} - 1.57 \right )} + 3$$ and the input value(s) $$[x_1=0,x_2=0,x_3=1]$$ which of the following values is the nearest to the correct output?	30.0		3.0		0.3		-1.5		b	0	-9**(9*x_1**0.5)*x_3 - sin(x_2 - 1.57) + 3
257	291	sim	Given the formula $$\frac{x_{1}^{3} x_{3}}{\cos{\left (x_{2} + 3.14 \right )}} + \sin{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=6,x_2=3.14,x_3=4]$$ which of the following values is the nearest to the correct output?	86.3		431.5		863.0		1726.0		c	0	x_1**3*x_3/cos(x_2 + 3.14) + sin(x_2 + 1.57)
258	292	sim	Given the formula $$- x_{1} + x_{3} \cos{\left (x_{2} - 3.14 \right )} + \left(x_{2} + 4\right)^{0.5} - \sin{\left (x_{3} - 3.14 \right )} + \cos{\left (x_{1} - 3.14 \right )} + \cos{\left (x_{3} - 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=0,x_3=6.28]$$ which of the following values is the nearest to the correct output?	2.64		-5.28		0.53		10.56		b	0	-x_1 + x_3*cos(x_2 - 3.14) + (x_2 + 4)**0.5 - sin(x_3 - 3.14) + cos(x_1 - 3.14) + cos(x_3 - 1.57)
259	293	sim	Given the formula $$x_{1}^{2} + x_{2} \sin{\left (x_{1} + 1.57 \right )} - x_{3}$$ and the input value(s) $$[x_1=1.57,x_2=5,x_3=0]$$ which of the following values is the nearest to the correct output?	0.25		-0.25		2.47		4.94		c	0	x_1**2 + x_2*sin(x_1 + 1.57) - x_3
260	294	sim	Given the formula $$- x_{2} x_{3} \sin{\left (x_{1} - 3.14 \right )} + 8 + \frac{9}{x_{1}}$$ and the input value(s) $$[x_1=1.57,x_2=6,x_3=6]$$ which of the following values is the nearest to the correct output?	-99.46		49.73		99.46		4.97		b	0	-x_2*x_3*sin(x_1 - 3.14) + 8 + 9/x_1
261	295	sim	Given the formula $$- x_{1}^{x_{1}} - \sin{\left (x_{2} - 1.57 \right )} + 1 + \frac{\cos{\left (3.14 x_{2} \right )}}{\sin{\left (3.14 x_{3} \right )}}$$ and the input value(s) $$[x_1=5,x_2=6.28,x_3=4]$$ which of the following values is the nearest to the correct output?	6448.52		-3224.26		-322.43		-1612.13		b	0	-x_1**x_1 - sin(x_2 - 1.57) + 1 + cos(3.14*x_2)/sin(3.14*x_3)
262	296	sim	Given the formula $$\left(7^{x_{3}} + x_{1} + 7 x_{2} + 9\right)^{0.5}$$ and the input value(s) $$[x_1=1,x_2=9,x_3=8]$$ which of the following values is the nearest to the correct output?	24010.0		-1200.5		2401.0		-24010.0		c	0	(7**x_3 + x_1 + 7*x_2 + 9)**0.5
263	297	sim	Given the formula $$- x_{1} x_{2} - x_{3} + x_{3}^{x_{3}} - \sin{\left (x_{1} + 3.14 \right )} + 7$$ and the input value(s) $$[x_1=0,x_2=9,x_3=0]$$ which of the following values is the nearest to the correct output?	-0.8		16.0		-80.0		8.0		d	0	-x_1*x_2 - x_3 + x_3**x_3 - sin(x_1 + 3.14) + 7
264	298	sim	Given the formula $$x_{2} x_{3} + 7 x_{2} + \sin^{x_{3}}{\left (x_{2} + 1.57 \right )} + \cos{\left (x_{1} - 1.57 \right )} + 6$$ and the input value(s) $$[x_1=0,x_2=1.57,x_3=5]$$ which of the following values is the nearest to the correct output?	-2.48		-248.4		-12.42		24.84		d	0	x_2*x_3 + 7*x_2 + sin(x_2 + 1.57)**x_3 + cos(x_1 - 1.57) + 6
265	299	sim	Given the formula $$- x_{3} + 7 + \frac{1}{x_{1}} \sin{\left (x_{3} + 3.14 \right )} \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=8,x_2=6.28,x_3=3.14]$$ which of the following values is the nearest to the correct output?	3.86		-38.6		7.72		38.6		a	0	-x_3 + 7 + sin(x_3 + 3.14)*cos(x_2 + 1.57)/x_1
266	300	sim	Given the formula $$x_{1} x_{3} - \sin{\left (x_{2} - 3.14 \right )} + 8$$ and the input value(s) $$[x_1=8,x_2=3.14,x_3=9]$$ which of the following values is the nearest to the correct output?	800.0		-8.0		-800.0		80.0		d	0	x_1*x_3 - sin(x_2 - 3.14) + 8
267	302	sim	Given the formula $$3 x_{1} + x_{2} + x_{3} + \sin{\left (3.14 x_{3} \right )}$$ and the input value(s) $$[x_1=0,x_2=5,x_3=3]$$ which of the following values is the nearest to the correct output?	-0.8		4.0		0.8		8.0		d	0	3*x_1 + x_2 + x_3 + sin(3.14*x_3)
268	303	sim	Given the formula $$\left(x_{1} x_{3} + x_{2} + x_{3}^{8} + 7\right)^{0.5}$$ and the input value(s) $$[x_1=0.0,x_2=0.4,x_3=0.6]$$ which of the following values is the nearest to the correct output?	2.72		1.36		5.44		-5.44		a	0	(x_1*x_3 + x_2 + x_3**8 + 7)**0.5
269	304	sim	Given the formula $$x_{2}^{3} x_{3}^{3} \cos{\left (x_{1} - 3.14 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=2,x_3=2]$$ which of the following values is the nearest to the correct output?	-64.0		128.0		-32.0		-640.0		a	0	x_2**3*x_3**3*cos(x_1 - 3.14)
270	305	sim	Given the formula $$4^{x_{1}} - x_{1} - x_{3} + \sin{\left (x_{2} + 1.57 \right )} + 3$$ and the input value(s) $$[x_1=6,x_2=1.57,x_3=2]$$ which of the following values is the nearest to the correct output?	8182.0		-2045.5		4091.0		-8182.0		c	0	4**x_1 - x_1 - x_3 + sin(x_2 + 1.57) + 3
271	308	sim	Given the formula $$\frac{9 x_{1}^{8}}{\sin{\left (3.14 x_{3} \right )}} - \cos{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=0,x_2=3,x_3=4]$$ which of the following values is the nearest to the correct output?	1.0		0.5		-0.5		-0.1		a	0	9*x_1**8/sin(3.14*x_3) - cos(3.14*x_2)
272	309	sim	Given the formula $$- x_{1} x_{3}^{x_{2}} + \frac{5}{x_{1} x_{2} x_{3}}$$ and the input value(s) $$[x_1=9,x_2=4,x_3=1]$$ which of the following values is the nearest to the correct output?	-0.89		4.43		17.72		-8.86		d	0	-x_1*x_3**x_2 + 5/(x_1*x_2*x_3)
273	310	sim	Given the formula $$x_{3}^{x_{3}} - \sin{\left (3.14 x_{2} \right )} + 4 + \frac{6}{x_{1}}$$ and the input value(s) $$[x_1=8,x_2=9,x_3=1]$$ which of the following values is the nearest to the correct output?	0.57		2.87		57.4		5.74		d	0	x_3**x_3 - sin(3.14*x_2) + 4 + 6/x_1
274	311	sim	Given the formula $$\cos{\left (1.57 x_{2} \right )} \cos^{x_{1}}{\left (3.14 x_{3} \right )}$$ and the input value(s) $$[x_1=7,x_2=0,x_3=8]$$ which of the following values is the nearest to the correct output?	1.0		10.0		2.0		-0.1		a	0	cos(1.57*x_2)*cos(3.14*x_3)**x_1
275	312	sim	Given the formula $$\frac{8}{- 3^{x_{3}} + x_{1}^{0.5} + 3 + \frac{1}{x_{2}}}$$ and the input value(s) $$[x_1=0.7,x_2=0.7,x_3=4.0]$$ which of the following values is the nearest to the correct output?	0.06		-0.11		1.1		-0.01		b	0	8/(-3**x_3 + x_1**0.5 + 3 + 1/x_2)
276	313	sim	Given the formula $$\left(- x_{3}^{0.5} + \cos{\left (x_{2} - 1.57 \right )}\right)^{x_{1}} \cos{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=6,x_2=0,x_3=3]$$ which of the following values is the nearest to the correct output?	-13.46		-26.91		2.69		-53.82		b	0	(-x_3**0.5 + cos(x_2 - 1.57))**x_1*cos(x_2 + 3.14)
277	314	sim	Given the formula $$x_{1} + x_{2}^{0.5} + x_{3} + 7 \sin{\left (3.14 x_{3} \right )} + \sin{\left (x_{1} + 3.14 \right )} + 1$$ and the input value(s) $$[x_1=6.28,x_2=1,x_3=2]$$ which of the following values is the nearest to the correct output?	102.6		-1.03		-20.52		10.26		d	0	x_1 + x_2**0.5 + x_3 + 7*sin(3.14*x_3) + sin(x_1 + 3.14) + 1
278	315	sim	Given the formula $$\frac{x_{1}}{x_{3} + 8} \left(- x_{3} + 2\right) \sin{\left (x_{2} + 1.57 \right )} + \cos{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=1.57,x_3=2]$$ which of the following values is the nearest to the correct output?	1.0		0.1		10.0		-0.5		a	0	x_1*(-x_3 + 2)*sin(x_2 + 1.57)/(x_3 + 8) + cos(x_1 - 1.57)
279	316	sim	Given the formula $$\frac{\left(- \sin{\left (x_{2} - 1.57 \right )}\right)^{0.5}}{\sin{\left (3.14 x_{3} \right )}} \cos{\left (x_{1} - 3.14 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=0,x_3=2]$$ which of the following values is the nearest to the correct output?	313.94		627.88		-156.97		-3139.4		a	0	(-sin(x_2 - 1.57))**0.5*cos(x_1 - 3.14)/sin(3.14*x_3)
280	317	sim	Given the formula $$3 x_{1} x_{2} + \cos{\left (x_{2} + 1.57 \right )} - \cos{\left (x_{3} + 1.57 \right )}$$ and the input value(s) $$[x_1=1,x_2=1.57,x_3=6.28]$$ which of the following values is the nearest to the correct output?	3.71		37.1		-0.37		7.42		a	0	3*x_1*x_2 + cos(x_2 + 1.57) - cos(x_3 + 1.57)
281	318	sim	Given the formula $$- \frac{3 x_{2}}{x_{3} \sin{\left (x_{3} - 3.14 \right )} \cos{\left (3.14 x_{1} \right )}}$$ and the input value(s) $$[x_1=2,x_2=4,x_3=1.57]$$ which of the following values is the nearest to the correct output?	-0.76		7.64		-76.4		3.82		b	0	-3*x_2/(x_3*sin(x_3 - 3.14)*cos(3.14*x_1))
282	319	sim	Given the formula $$- x_{1} + x_{2} x_{3} - x_{3} - \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=5,x_2=6.28,x_3=2]$$ which of the following values is the nearest to the correct output?	-55.6		55.6		2.78		5.56		d	0	-x_1 + x_2*x_3 - x_3 - cos(x_2 + 1.57)
283	320	sim	Given the formula $$\frac{2 \cos{\left (x_{3} - 3.14 \right )}}{2 x_{1} + \left(x_{3}^{x_{1}}\right)^{0.5} + \frac{1}{x_{2}}}$$ and the input value(s) $$[x_1=0,x_2=6,x_3=6.28]$$ which of the following values is the nearest to the correct output?	17.1		0.17		-1.71		3.42		c	0	2*cos(x_3 - 3.14)/(2*x_1 + (x_3**x_1)**0.5 + 1/x_2)
284	323	sim	Given the formula $$9 x_{3} \left(x_{1} x_{2} - x_{2} + \cos{\left (x_{2} + 1.57 \right )} + 6\right)$$ and the input value(s) $$[x_1=5,x_2=3.14,x_3=2]$$ which of the following values is the nearest to the correct output?	-668.08		-3340.4		334.04		167.02		c	0	9*x_3*(x_1*x_2 - x_2 + cos(x_2 + 1.57) + 6)
285	324	sim	Given the formula $$\frac{2}{9 x_{2} + 8 x_{3}^{x_{1}} + 9}$$ and the input value(s) $$[x_1=1,x_2=3,x_3=6]$$ which of the following values is the nearest to the correct output?	0.02		0.01		0.0		-0.01		a	0	2/(9*x_2 + 8*x_3**x_1 + 9)
286	325	sim	Given the formula $$- x_{1} \left(- x_{1} + x_{2}\right)^{0.5} + x_{3} - \sin^{0.5}{\left (3.14 x_{1} \right )} + \sin{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=7,x_2=8,x_3=3]$$ which of the following values is the nearest to the correct output?	-4.12		8.24		0.41		41.2		a	0	-x_1*(-x_1 + x_2)**0.5 + x_3 - sin(3.14*x_1)**0.5 + sin(3.14*x_2)
287	327	sim	Given the formula $$\left(\cos^{x_{3}}{\left (x_{2} + 3.14 \right )}\right)^{0.5} - \sin{\left (x_{1} + 1.57 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=0,x_3=4]$$ which of the following values is the nearest to the correct output?	-0.1		2.0		0.5		1.0		d	0	(cos(x_2 + 3.14)**x_3)**0.5 - sin(x_1 + 1.57)
288	328	sim	Given the formula $$2 x_{1}^{0.5} + \sin{\left (x_{2} + 1.57 \right )} - \sin{\left (x_{3} - 3.14 \right )}$$ and the input value(s) $$[x_1=1,x_2=0,x_3=0]$$ which of the following values is the nearest to the correct output?	3.0		6.0		-30.0		-1.5		a	0	2*x_1**0.5 + sin(x_2 + 1.57) - sin(x_3 - 3.14)
289	329	sim	Given the formula $$4 \sin{\left (1.57 x_{3} \right )} - \frac{9 \sin{\left (x_{2} - 1.57 \right )}}{x_{1} \left(- x_{1} + 4\right)}$$ and the input value(s) $$[x_1=3,x_2=6.28,x_3=9]$$ which of the following values is the nearest to the correct output?	3.5		7.0		-3.5		-70.0		b	0	4*sin(1.57*x_3) - 9*sin(x_2 - 1.57)/(x_1*(-x_1 + 4))
290	330	sim	Given the formula $$\left(x_{2} x_{3} + \sin{\left (x_{1} + 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=0,x_2=1,x_3=4]$$ which of the following values is the nearest to the correct output?	1.12		-22.4		0.22		2.24		d	0	(x_2*x_3 + sin(x_1 + 1.57))**0.5
291	331	sim	Given the formula $$\left(x_{1} + x_{3}^{x_{3}} + \frac{8}{x_{1} + x_{2}}\right)^{0.5}$$ and the input value(s) $$[x_1=6,x_2=0,x_3=8]$$ which of the following values is the nearest to the correct output?	8192.0		-409.6		4096.0		40960.0		c	0	(x_1 + x_3**x_3 + 8/(x_1 + x_2))**0.5
292	332	sim	Given the formula $$\left(- x_{1} + x_{2}^{0.5} + x_{3} + \cos{\left (x_{3} + 3.14 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=1,x_2=9,x_3=0]$$ which of the following values is the nearest to the correct output?	2.0		-10.0		1.0		10.0		c	0	(-x_1 + x_2**0.5 + x_3 + cos(x_3 + 3.14))**0.5
293	333	sim	Given the formula $$\frac{4 x_{3} + 6}{\left(x_{1} + \cos{\left (x_{1} + 3.14 \right )} + 5\right) \sin{\left (1.57 x_{2} \right )}}$$ and the input value(s) $$[x_1=0,x_2=5,x_3=4]$$ which of the following values is the nearest to the correct output?	5.5		-55.0		-0.55		2.75		a	0	(4*x_3 + 6)/((x_1 + cos(x_1 + 3.14) + 5)*sin(1.57*x_2))
294	334	sim	Given the formula $$\frac{\sin{\left (x_{1} + 1.57 \right )}}{\left(9 x_{2} + 1\right) \cos{\left (x_{3} - 1.57 \right )}}$$ and the input value(s) $$[x_1=0,x_2=9,x_3=3.14]$$ which of the following values is the nearest to the correct output?	-30.62		-7.66		-153.1		15.31		d	0	sin(x_1 + 1.57)/((9*x_2 + 1)*cos(x_3 - 1.57))
295	335	sim	Given the formula $$\frac{6 x_{2}^{x_{3}}}{x_{3}} 8^{x_{3}} + \frac{5 \left(x_{2} + 2\right)}{x_{1} \left(x_{3} + 2\right)}$$ and the input value(s) $$[x_1=0.8,x_2=0.5,x_3=1.0]$$ which of the following values is the nearest to the correct output?	29.21		2.92		58.42		-14.61		a	0	6*8**x_3*x_2**x_3/x_3 + 5*(x_2 + 2)/(x_1*(x_3 + 2))
296	336	sim	Given the formula $$\frac{2}{8 x_{1} + 8} + \frac{4 x_{3}}{x_{1}} \cos{\left (x_{1} + 1.57 \right )} \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=1.57,x_3=3]$$ which of the following values is the nearest to the correct output?	-0.01		0.04		0.07		0.14		c	0	2/(8*x_1 + 8) + 4*x_3*cos(x_1 + 1.57)*cos(x_2 + 1.57)/x_1
297	337	sim	Given the formula $$x_{1} + x_{1}^{x_{2}} x_{2} + x_{3} + 8$$ and the input value(s) $$[x_1=0.8,x_2=4.0,x_3=0.4]$$ which of the following values is the nearest to the correct output?	-21.68		-5.42		10.84		-108.4		c	0	x_1 + x_1**x_2*x_2 + x_3 + 8
298	338	sim	Given the formula $$8 x_{1} + x_{1}^{x_{1}} + 7 x_{2} - x_{3}^{0.5} + 2$$ and the input value(s) $$[x_1=1.0,x_2=0.8,x_3=0.1]$$ which of the following values is the nearest to the correct output?	8.14		162.8		1.63		16.28		d	0	8*x_1 + x_1**x_1 + 7*x_2 - x_3**0.5 + 2
299	339	sim	Given the formula $$- \sin{\left (x_{1} - 1.57 \right )} - \cos{\left (x_{2} + 3.14 \right )} - \frac{x_{3}}{x_{1}}$$ and the input value(s) $$[x_1=6.28,x_2=3.14,x_3=6]$$ which of the following values is the nearest to the correct output?	-1.92		1.92		-0.96		-0.48		c	0	-sin(x_1 - 1.57) - cos(x_2 + 3.14) - x_3/x_1
300	340	sim	Given the formula $$\frac{\sin{\left (x_{3} - 3.14 \right )}}{x_{1}^{0.5} + \cos{\left (x_{2} - 3.14 \right )}}$$ and the input value(s) $$[x_1=4,x_2=6.28,x_3=1.57]$$ which of the following values is the nearest to the correct output?	-1.0		2.0		-2.0		-10.0		a	0	sin(x_3 - 3.14)/(x_1**0.5 + cos(x_2 - 3.14))
301	342	sim	Given the formula $$8 x_{2} - \cos{\left (x_{1} + 3.14 \right )} + \frac{\cos{\left (x_{2} - 3.14 \right )}}{\cos{\left (x_{3} + 1.57 \right )}} + 1$$ and the input value(s) $$[x_1=0,x_2=3.14,x_3=3.14]$$ which of the following values is the nearest to the correct output?	-391.47		782.94		195.74		-195.74		a	0	8*x_2 - cos(x_1 + 3.14) + cos(x_2 - 3.14)/cos(x_3 + 1.57) + 1
302	344	sim	Given the formula $$8 x_{3} \left(- x_{1}^{3} + \cos{\left (x_{3} - 1.57 \right )} + 9\right) \cos{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=5,x_2=6.28,x_3=6.28]$$ which of the following values is the nearest to the correct output?	5827.89		11655.78		-58278.9		-2913.95		a	0	8*x_3*(-x_1**3 + cos(x_3 - 1.57) + 9)*cos(x_2 + 3.14)
303	345	sim	Given the formula $$- \sin{\left (1.57 x_{1} \right )} \sin{\left (x_{3} - 1.57 \right )} + 4 \sin{\left (x_{2} + 1.57 \right )} + 9$$ and the input value(s) $$[x_1=6,x_2=0,x_3=1.57]$$ which of the following values is the nearest to the correct output?	13.0		-1.3		26.0		-6.5		a	0	-sin(1.57*x_1)*sin(x_3 - 1.57) + 4*sin(x_2 + 1.57) + 9
304	346	sim	Given the formula $$- 2^{4 x_{1}} - x_{3}^{x_{2}} - \sin{\left (1.57 x_{3} \right )} + 3$$ and the input value(s) $$[x_1=2,x_2=3,x_3=2]$$ which of the following values is the nearest to the correct output?	-26.1		130.5		522.0		-261.0		d	0	-2**(4*x_1) - x_3**x_2 - sin(1.57*x_3) + 3
305	347	sim	Given the formula $$x_{2} x_{3} - x_{2} + \sin{\left (3.14 x_{1} \right )} + 9$$ and the input value(s) $$[x_1=0,x_2=9,x_3=4]$$ which of the following values is the nearest to the correct output?	-18.0		-360.0		36.0		72.0		c	0	x_2*x_3 - x_2 + sin(3.14*x_1) + 9
306	348	sim	Given the formula $$\sin{\left (x_{2} + 1.57 \right )} + \sin{\left (x_{3} + 3.14 \right )} \cos{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=3.14,x_3=6.28]$$ which of the following values is the nearest to the correct output?	10.0		-0.5		0.1		-1.0		d	0	sin(x_2 + 1.57) + sin(x_3 + 3.14)*cos(x_1 + 3.14)
307	349	sim	Given the formula $$\frac{2 x_{1} \cos{\left (x_{3} + 3.14 \right )}}{- x_{1} x_{2} + x_{2}} + 9$$ and the input value(s) $$[x_1=0,x_2=6,x_3=1.57]$$ which of the following values is the nearest to the correct output?	18.0		4.5		-0.9		9.0		d	0	2*x_1*cos(x_3 + 3.14)/(-x_1*x_2 + x_2) + 9
308	350	sim	Given the formula $$\frac{x_{3}^{2} + x_{3}}{\cos{\left (x_{2} - 3.14 \right )}} + \cos^{0.5}{\left (1.57 x_{1} \right )}$$ and the input value(s) $$[x_1=5,x_2=6.28,x_3=1]$$ which of the following values is the nearest to the correct output?	0.97		-1.94		-0.19		19.4		b	0	(x_3**2 + x_3)/cos(x_2 - 3.14) + cos(1.57*x_1)**0.5
309	351	sim	Given the formula $$\left(3 x_{1} + 6 \left(\frac{1}{x_{2}}\right)^{0.5} + \frac{x_{3}}{x_{1}}\right)^{0.5}$$ and the input value(s) $$[x_1=0.9,x_2=0.5,x_3=0.9]$$ which of the following values is the nearest to the correct output?	6.98		-6.98		-1.75		3.49		d	0	(3*x_1 + 6*(1/x_2)**0.5 + x_3/x_1)**0.5
310	352	sim	Given the formula $$4 \left(x_{1} x_{3} \left(x_{2} + 3\right)^{0.5}\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=3,x_3=6]$$ which of the following values is the nearest to the correct output?	21.69		10.85		-10.85		216.9		a	0	4*(x_1*x_3*(x_2 + 3)**0.5)**0.5
311	353	sim	Given the formula $$\left(9^{x_{1}} - x_{3} - \sin{\left (x_{2} - 1.57 \right )} + 8\right)^{0.5}$$ and the input value(s) $$[x_1=4,x_2=0,x_3=0]$$ which of the following values is the nearest to the correct output?	-810.6		-8.11		81.06		-40.53		c	0	(9**x_1 - x_3 - sin(x_2 - 1.57) + 8)**0.5
312	357	sim	Given the formula $$\frac{2 \left(x_{2} + 2\right)^{0.5}}{\cos{\left (x_{3} + 3.14 \right )}} + \sin{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=5,x_3=3.14]$$ which of the following values is the nearest to the correct output?	-0.53		5.3		2.65		0.53		b	0	2*(x_2 + 2)**0.5/cos(x_3 + 3.14) + sin(x_1 + 3.14)
313	358	sim	Given the formula $$x_{2} + x_{3} - \cos{\left (1.57 x_{1} \right )}$$ and the input value(s) $$[x_1=5,x_2=6,x_3=7]$$ which of the following values is the nearest to the correct output?	13.0		1.3		-130.0		-26.0		a	0	x_2 + x_3 - cos(1.57*x_1)
314	360	sim	Given the formula $$\frac{\sin{\left (1.57 x_{3} \right )}}{x_{2} - x_{3} + \sin{\left (3.14 x_{1} \right )} + 5}$$ and the input value(s) $$[x_1=7,x_2=7,x_3=3]$$ which of the following values is the nearest to the correct output?	-0.22		-0.11		-0.06		0.22		b	0	sin(1.57*x_3)/(x_2 - x_3 + sin(3.14*x_1) + 5)
315	361	sim	Given the formula $$x_{1} \sin{\left (3.14 x_{1} \right )} - x_{1} - x_{2} + x_{3}^{2} + 1$$ and the input value(s) $$[x_1=1,x_2=8,x_3=7]$$ which of the following values is the nearest to the correct output?	-20.5		41.0		-4.1		4.1		b	0	x_1*sin(3.14*x_1) - x_1 - x_2 + x_3**2 + 1
316	364	sim	Given the formula $$9 \left(x_{1} + x_{3}\right)^{9} \cos{\left (x_{1} \right )} \cos^{9}{\left (x_{2}^{x_{3}} \right )} + \sin{\left (x_{1} + 1.57 \right )} + 9$$ and the input value(s) $$[x_1=1.57,x_2=9,x_3=0]$$ which of the following values is the nearest to the correct output?	-4.5		9.0		-18.0		18.0		b	0	9*(x_1 + x_3)**9*cos(x_1)*cos(x_2**x_3)**9 + sin(x_1 + 1.57) + 9
317	365	sim	Given the formula $$\frac{5 \left(2 x_{3} + 7\right)}{\left(x_{1}^{2} + 6 x_{1}\right) \left(x_{1} + x_{2} + x_{3}\right)}$$ and the input value(s) $$[x_1=2,x_2=4,x_3=6]$$ which of the following values is the nearest to the correct output?	0.49		0.24		-0.98		-4.9		a	0	5*(2*x_3 + 7)/((x_1**2 + 6*x_1)*(x_1 + x_2 + x_3))
318	366	sim	Given the formula $$- \sin{\left (x_{1} + 3.14 \right )} + \sin{\left (x_{3} - 1.57 \right )} + \cos{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=6.28,x_2=1,x_3=1.57]$$ which of the following values is the nearest to the correct output?	-1.0		0.1		-0.5		-10.0		a	0	-sin(x_1 + 3.14) + sin(x_3 - 1.57) + cos(3.14*x_2)
319	367	sim	Given the formula $$- x_{1}^{10} + 3 x_{2} x_{3} + \frac{3 x_{2} x_{3}}{\sin{\left (1.57 x_{1} \right )}} + 8$$ and the input value(s) $$[x_1=1,x_2=9,x_3=1]$$ which of the following values is the nearest to the correct output?	610.0		61.0		-30.5		6.1		b	0	-x_1**10 + 3*x_2*x_3 + 3*x_2*x_3/sin(1.57*x_1) + 8
320	368	sim	Given the formula $$2 x_{1} - x_{3} + \cos{\left (3.14 x_{2} \right )} + 4$$ and the input value(s) $$[x_1=2,x_2=7,x_3=5]$$ which of the following values is the nearest to the correct output?	20.0		-0.2		2.0		-20.0		c	0	2*x_1 - x_3 + cos(3.14*x_2) + 4
321	369	sim	Given the formula $$\cos{\left (1.57 x_{1} \right )} + \cos^{x_{2}}{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=7,x_2=5,x_3=8]$$ which of the following values is the nearest to the correct output?	0.1		9.9		-9.9		0.99		d	0	cos(1.57*x_1) + cos(1.57*x_3)**x_2
322	370	sim	Given the formula $$\left(8 x_{1} x_{3}^{5} + x_{2} + 3\right)^{0.5}$$ and the input value(s) $$[x_1=0.6,x_2=0.5,x_3=0.2]$$ which of the following values is the nearest to the correct output?	0.19		3.74		18.7		1.87		d	0	(8*x_1*x_3**5 + x_2 + 3)**0.5
323	372	sim	Given the formula $$x_{2} + x_{3} - \left(x_{1}^{10}\right)^{0.5} + 7$$ and the input value(s) $$[x_1=0.8,x_2=0.2,x_3=0.1]$$ which of the following values is the nearest to the correct output?	6.97		13.94		3.48		-0.7		a	0	x_2 + x_3 - (x_1**10)**0.5 + 7
324	373	sim	Given the formula $$8 x_{2} \sin{\left (x_{3} + 3.14 \right )} - \cos{\left (x_{1} + 1.57 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=8,x_3=6.28]$$ which of the following values is the nearest to the correct output?	-0.13		1.31		2.62		-2.62		b	0	8*x_2*sin(x_3 + 3.14) - cos(x_1 + 1.57)
325	374	sim	Given the formula $$\frac{x_{2} x_{3} \cos{\left (x_{2} - 1.57 \right )}}{x_{1} \sin{\left (1.57 x_{2} \right )}}$$ and the input value(s) $$[x_1=8,x_2=1.57,x_3=5]$$ which of the following values is the nearest to the correct output?	1.57		-15.7		-0.79		0.79		a	0	x_2*x_3*cos(x_2 - 1.57)/(x_1*sin(1.57*x_2))
326	375	sim	Given the formula $$x_{1} x_{3} + x_{1}^{x_{2}} + x_{2} + 7 x_{3}$$ and the input value(s) $$[x_1=5,x_2=1,x_3=7]$$ which of the following values is the nearest to the correct output?	45.0		900.0		-900.0		90.0		d	0	x_1*x_3 + x_1**x_2 + x_2 + 7*x_3
327	376	sim	Given the formula $$- \frac{x_{1}}{x_{3} + 5} \left(x_{1} + 8\right) \sin{\left (x_{2} - 1.57 \right )}$$ and the input value(s) $$[x_1=9,x_2=3.14,x_3=0]$$ which of the following values is the nearest to the correct output?	3.06		306.0		-30.6		15.3		c	0	-x_1*(x_1 + 8)*sin(x_2 - 1.57)/(x_3 + 5)
328	377	sim	Given the formula $$\frac{1}{\cos{\left (x_{2} - 3.14 \right )}} \left(\sin{\left (x_{1} + 1.57 \right )} + \sin{\left (x_{3} + 1.57 \right )} + 2\right)$$ and the input value(s) $$[x_1=1.57,x_2=1.57,x_3=1.57]$$ which of the following values is the nearest to the correct output?	2515.53		-25155.3		25155.3		-5031.06		a	0	(sin(x_1 + 1.57) + sin(x_3 + 1.57) + 2)/cos(x_2 - 3.14)
329	378	sim	Given the formula $$\sin^{100}{\left (x_{3} - 3.14 \right )} \sin^{x_{1}}{\left (x_{3} + 1.57 \right )} - \cos{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=2,x_2=0,x_3=3.14]$$ which of the following values is the nearest to the correct output?	1.0		-0.1		-0.5		0.5		a	0	sin(x_3 - 3.14)**100*sin(x_3 + 1.57)**x_1 - cos(x_2 + 3.14)
330	379	sim	Given the formula $$- \cos{\left (x_{2} + 3.14 \right )} + 4 + \frac{4 x_{3}}{x_{1}} + \frac{6}{x_{1}}$$ and the input value(s) $$[x_1=7,x_2=1.57,x_3=6]$$ which of the following values is the nearest to the correct output?	-16.58		82.9		8.29		16.58		c	0	-cos(x_2 + 3.14) + 4 + 4*x_3/x_1 + 6/x_1
331	380	sim	Given the formula $$4 x_{3} + \sin{\left (3.14 x_{2} \right )} + \sin{\left (x_{1} + 3.14 \right )} + 1$$ and the input value(s) $$[x_1=3.14,x_2=9,x_3=6]$$ which of the following values is the nearest to the correct output?	25.01		-250.1		12.51		50.02		a	0	4*x_3 + sin(3.14*x_2) + sin(x_1 + 3.14) + 1
332	381	sim	Given the formula $$- \frac{9 x_{1}^{2}}{x_{3}} - x_{2}^{x_{1}} + 2$$ and the input value(s) $$[x_1=5,x_2=3,x_3=4]$$ which of the following values is the nearest to the correct output?	-29.73		-2972.5		-297.25		-148.62		c	0	-9*x_1**2/x_3 - x_2**x_1 + 2
333	383	sim	Given the formula $$2 + \frac{8}{x_{2}} \left(x_{1} + 9\right) \cos{\left (x_{3} - 1.57 \right )}$$ and the input value(s) $$[x_1=2,x_2=8,x_3=3.14]$$ which of the following values is the nearest to the correct output?	1.0		20.1		-1.0		2.01		d	0	2 + 8*(x_1 + 9)*cos(x_3 - 1.57)/x_2
334	384	sim	Given the formula $$\left(- x_{1} x_{2} + x_{3} + 1\right)^{0.5}$$ and the input value(s) $$[x_1=0.6,x_2=0.4,x_3=0.1]$$ which of the following values is the nearest to the correct output?	-0.47		-1.86		1.86		0.93		d	0	(-x_1*x_2 + x_3 + 1)**0.5
335	385	sim	Given the formula $$7 \left(\frac{x_{3}}{x_{1}} \cos{\left (3.14 x_{2} \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=2,x_3=1]$$ which of the following values is the nearest to the correct output?	2.48		4.95		0.5		-9.9		b	0	7*(x_3*cos(3.14*x_2)/x_1)**0.5
336	387	sim	Given the formula $$- x_{3}^{3} + \cos{\left (3.14 x_{2} \right )} + \cos{\left (x_{1} - 3.14 \right )} - \frac{1}{x_{2}}$$ and the input value(s) $$[x_1=3.14,x_2=3,x_3=8]$$ which of the following values is the nearest to the correct output?	-512.33		-1024.66		5123.3		-51.23		a	0	-x_3**3 + cos(3.14*x_2) + cos(x_1 - 3.14) - 1/x_2
337	388	sim	Given the formula $$x_{1} x_{2} + x_{3}^{x_{3}} + 8 \cos{\left (x_{1} + 1.57 \right )} + 2$$ and the input value(s) $$[x_1=3.14,x_2=7,x_3=1]$$ which of the following values is the nearest to the correct output?	24.96		-249.6		249.6		-12.48		a	0	x_1*x_2 + x_3**x_3 + 8*cos(x_1 + 1.57) + 2
338	389	sim	Given the formula $$- \frac{8 x_{2}}{x_{3}} \cos{\left (x_{2} - 3.14 \right )} + \left(\sin{\left (3.14 x_{1} \right )} + 5\right)^{0.5}$$ and the input value(s) $$[x_1=6,x_2=1.57,x_3=6]$$ which of the following values is the nearest to the correct output?	2.23		-1.11		-0.22		0.22		a	0	-8*x_2*cos(x_2 - 3.14)/x_3 + (sin(3.14*x_1) + 5)**0.5
339	390	sim	Given the formula $$x_{1}^{7} x_{2}^{6} x_{3} - x_{1} + 5 + \frac{1}{x_{3}}$$ and the input value(s) $$[x_1=0,x_2=2,x_3=8]$$ which of the following values is the nearest to the correct output?	5.12		-51.2		0.51		-2.56		a	0	x_1**7*x_2**6*x_3 - x_1 + 5 + 1/x_3
340	391	sim	Given the formula $$\sin{\left (3.14 x_{2} \right )} + \frac{\cos{\left (x_{1} - 3.14 \right )}}{\cos{\left (x_{3} - 1.57 \right )}}$$ and the input value(s) $$[x_1=0,x_2=4,x_3=6.28]$$ which of the following values is the nearest to the correct output?	41.86		-41.86		418.58		-4185.8		c	0	sin(3.14*x_2) + cos(x_1 - 3.14)/cos(x_3 - 1.57)
341	392	sim	Given the formula $$\frac{\cos{\left (x_{3} - 1.57 \right )}}{\cos{\left (x_{1} + 1.57 \right )}} \left(- x_{2} + \sin{\left (1.57 x_{3} \right )} + 1\right) - \cos{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=1.57,x_2=0,x_3=6.28]$$ which of the following values is the nearest to the correct output?	-0.5		10.0		-0.1		-1.0		d	0	(-x_2 + sin(1.57*x_3) + 1)*cos(x_3 - 1.57)/cos(x_1 + 1.57) - cos(3.14*x_2)
342	393	sim	Given the formula $$- \cos{\left (3.14 x_{1} \right )} + \cos{\left (3.14 x_{2} \right )} - \frac{1}{x_{1}} \cos{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=1,x_2=4,x_3=9]$$ which of the following values is the nearest to the correct output?	0.99		0.2		-19.9		1.99		d	0	-cos(3.14*x_1) + cos(3.14*x_2) - cos(1.57*x_3)/x_1
343	395	sim	Given the formula $$x_{1} + \frac{x_{1}}{x_{2}} + x_{2} + 4.0 x_{3}^{7} + \frac{8}{\cos{\left (x_{3} - 1.57 \right )}}$$ and the input value(s) $$[x_1=0,x_2=5,x_3=1.57]$$ which of the following values is the nearest to the correct output?	214.1		107.05		-1070.5		-214.1		b	0	x_1 + x_1/x_2 + x_2 + 4.0*x_3**7 + 8/cos(x_3 - 1.57)
344	396	sim	Given the formula $$\frac{2 x_{1} x_{3}}{2 x_{3} - 3.14} \left(\sin^{x_{3}}{\left (x_{2} + 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=7,x_2=6.28,x_3=5]$$ which of the following values is the nearest to the correct output?	10.2		1.02		-5.1		-102.0		a	0	2*x_1*x_3*(sin(x_2 + 1.57)**x_3)**0.5/(2*x_3 - 3.14)
345	397	sim	Given the formula $$4 x_{1} \sin^{x_{3}}{\left (3.14 x_{2} \right )} + 5 \cos{\left (3.14 x_{3} \right )} + 7$$ and the input value(s) $$[x_1=4,x_2=3,x_3=5]$$ which of the following values is the nearest to the correct output?	2.0		4.0		0.2		-4.0		a	0	4*x_1*sin(3.14*x_2)**x_3 + 5*cos(3.14*x_3) + 7
346	398	sim	Given the formula $$x_{2}^{3} \cos{\left (x_{3} - 3.14 \right )} - \cos{\left (3.14 x_{1} \right )} - \cos{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=2,x_2=0,x_3=0]$$ which of the following values is the nearest to the correct output?	-4.0		-2.0		20.0		-0.2		b	0	x_2**3*cos(x_3 - 3.14) - cos(3.14*x_1) - cos(1.57*x_3)
347	399	sim	Given the formula $$4 x_{1} - x_{2} + \left(- x_{1} - x_{2} + 9\right)^{0.5} + 4 \sin{\left (3.14 x_{3} \right )} + 4$$ and the input value(s) $$[x_1=1,x_2=2,x_3=0]$$ which of the following values is the nearest to the correct output?	16.9		-0.84		84.5		8.45		d	0	4*x_1 - x_2 + (-x_1 - x_2 + 9)**0.5 + 4*sin(3.14*x_3) + 4
348	401	sim	Given the formula $$- 9^{x_{1}} - \left(\frac{x_{1}}{x_{2}}\right)^{0.5} + \sin{\left (x_{3} + 1.57 \right )} + 5$$ and the input value(s) $$[x_1=3,x_2=7,x_3=3.14]$$ which of the following values is the nearest to the correct output?	-725.62		-7256.2		72.56		362.81		a	0	-9**x_1 - (x_1/x_2)**0.5 + sin(x_3 + 1.57) + 5
349	402	sim	Given the formula $$\frac{4 x_{1}^{0.5} + x_{2}}{8 x_{3} + \sin{\left (1.57 x_{3} \right )}}$$ and the input value(s) $$[x_1=6,x_2=5,x_3=9]$$ which of the following values is the nearest to the correct output?	0.2		0.02		2.0		0.4		a	0	(4*x_1**0.5 + x_2)/(8*x_3 + sin(1.57*x_3))
350	403	sim	Given the formula $$\left(\frac{9}{x_{2}}\right)^{x_{1}} \left(3 + \frac{5 x_{3}}{x_{2}}\right)$$ and the input value(s) $$[x_1=8,x_2=5,x_3=5]$$ which of the following values is the nearest to the correct output?	-88.16		440.8		-440.8		881.6		d	0	(9/x_2)**x_1*(3 + 5*x_3/x_2)
351	404	sim	Given the formula $$7 \left(- x_{2} + 1\right)^{4} \left(x_{1} x_{3} + 4\right) \left(x_{1}^{2}\right)^{0.5}$$ and the input value(s) $$[x_1=0.3,x_2=0.2,x_3=0.8]$$ which of the following values is the nearest to the correct output?	3.65		-0.36		36.5		1.82		a	0	7*(-x_2 + 1)**4*(x_1*x_3 + 4)*(x_1**2)**0.5
352	405	sim	Given the formula $$\frac{4 x_{1}^{x_{2}} \left(2 x_{2} + x_{3}\right)}{9 x_{2}^{x_{3}} + x_{3} + 9}$$ and the input value(s) $$[x_1=1,x_2=4,x_3=4]$$ which of the following values is the nearest to the correct output?	0.02		-0.0		-0.2		-0.04		a	0	4*x_1**x_2*(2*x_2 + x_3)/(9*x_2**x_3 + x_3 + 9)
353	406	sim	Given the formula $$\left(- x_{1} + x_{2} + x_{2}^{x_{3}}\right)^{0.5}$$ and the input value(s) $$[x_1=0.8,x_2=0.6,x_3=2.0]$$ which of the following values is the nearest to the correct output?	0.8		-0.04		0.4		-4.0		c	0	(-x_1 + x_2 + x_2**x_3)**0.5
354	407	sim	Given the formula $$3 x_{1} + 4 x_{2} + \cos{\left (1.57 x_{3} \right )} + 9$$ and the input value(s) $$[x_1=9,x_2=2,x_3=0]$$ which of the following values is the nearest to the correct output?	45.0		-90.0		450.0		22.5		a	0	3*x_1 + 4*x_2 + cos(1.57*x_3) + 9
355	408	sim	Given the formula $$x_{2} - x_{3}^{x_{1}} + 8 + \frac{5}{x_{1} + 5}$$ and the input value(s) $$[x_1=8.0,x_2=0.8,x_3=0.6]$$ which of the following values is the nearest to the correct output?	-91.7		-18.34		0.92		9.17		d	0	x_2 - x_3**x_1 + 8 + 5/(x_1 + 5)
356	409	sim	Given the formula $$9 \left(x_{1} \left(x_{2} + x_{3} + 6\right)\right)^{0.5}$$ and the input value(s) $$[x_1=0.6,x_2=0.3,x_3=0.0]$$ which of the following values is the nearest to the correct output?	-35.0		17.5		-1.75		1.75		b	0	9*(x_1*(x_2 + x_3 + 6))**0.5
357	410	sim	Given the formula $$7 x_{1} + 7 x_{2} + 70.0 x_{3} - 44.0 + \frac{22.0}{x_{1}}$$ and the input value(s) $$[x_1=8,x_2=1,x_3=7]$$ which of the following values is the nearest to the correct output?	1023.62		-1023.62		511.81		-5118.1		c	0	7*x_1 + 7*x_2 + 70.0*x_3 - 44.0 + 22.0/x_1
358	411	sim	Given the formula $$\frac{- x_{1} + 9 x_{2}^{x_{2}} + x_{3}}{\cos{\left (x_{3} - 1.57 \right )}}$$ and the input value(s) $$[x_1=7,x_2=3,x_3=1.57]$$ which of the following values is the nearest to the correct output?	2375.7		237.57		-23.76		23.76		b	0	(-x_1 + 9*x_2**x_2 + x_3)/cos(x_3 - 1.57)
359	412	sim	Given the formula $$\left(x_{1} x_{3} \sin{\left (x_{2} + 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=4,x_2=0,x_3=4]$$ which of the following values is the nearest to the correct output?	4.0		8.0		2.0		-40.0		a	0	(x_1*x_3*sin(x_2 + 1.57))**0.5
360	413	sim	Given the formula $$\frac{x_{1} x_{3}^{7}}{5 x_{3} + \frac{1}{x_{2}}} - \sin{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=8,x_2=1,x_3=4]$$ which of the following values is the nearest to the correct output?	6241.52		-3120.76		-624.15		62415.2		a	0	x_1*x_3**7/(5*x_3 + 1/x_2) - sin(3.14*x_2)
361	414	sim	Given the formula $$\left(3 x_{2} + x_{3}\right)^{0.5} + \left(x_{3} + 8\right)^{0.5} + \cos{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=7,x_3=0]$$ which of the following values is the nearest to the correct output?	8.41		4.21		16.82		84.1		a	0	(3*x_2 + x_3)**0.5 + (x_3 + 8)**0.5 + cos(x_1 - 1.57)
362	415	sim	Given the formula $$- x_{1} \sin{\left (x_{3} - 3.14 \right )} + 9 x_{1}^{x_{2}} x_{3} + x_{2}^{7}$$ and the input value(s) $$[x_1=9,x_2=2,x_3=3.14]$$ which of the following values is the nearest to the correct output?	24170.6		-1208.53		4834.12		2417.06		d	0	-x_1*sin(x_3 - 3.14) + 9*x_1**x_2*x_3 + x_2**7
363	416	sim	Given the formula $$9 x_{1} x_{3} - x_{2} + 9 \sin^{5}{\left (3.14 x_{1} \right )} + 2$$ and the input value(s) $$[x_1=4,x_2=3,x_3=4]$$ which of the following values is the nearest to the correct output?	1430.0		71.5		143.0		-286.0		c	0	9*x_1*x_3 - x_2 + 9*sin(3.14*x_1)**5 + 2
364	418	sim	Given the formula $$- x_{1} - x_{2} + \sin{\left (x_{3} - 3.14 \right )} + \cos{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=9,x_2=6,x_3=1.57]$$ which of the following values is the nearest to the correct output?	-7.5		7.5		-1.5		-15.0		d	0	-x_1 - x_2 + sin(x_3 - 3.14) + cos(3.14*x_2)
365	419	sim	Given the formula $$2 x_{1} x_{3} \sin{\left (x_{3} + 3.14 \right )} - \sin{\left (x_{2} - 1.57 \right )}$$ and the input value(s) $$[x_1=3,x_2=6.28,x_3=6.28]$$ which of the following values is the nearest to the correct output?	-0.59		0.12		1.18		-0.12		c	0	2*x_1*x_3*sin(x_3 + 3.14) - sin(x_2 - 1.57)
366	421	sim	Given the formula $$\frac{1}{\cos{\left (3.14 x_{2} \right )}} \left(\cos^{x_{3}}{\left (3.14 x_{1} \right )} + \cos{\left (x_{2} + 1.57 \right )}\right)$$ and the input value(s) $$[x_1=5,x_2=0,x_3=2]$$ which of the following values is the nearest to the correct output?	-0.5		0.5		-0.1		1.0		d	0	(cos(3.14*x_1)**x_3 + cos(x_2 + 1.57))/cos(3.14*x_2)
367	422	sim	Given the formula $$- \sin{\left (x_{2} + 3.14 \right )} + \cos{\left (3.14 x_{1} \right )} - \cos{\left (x_{3} + 3.14 \right )} + 1$$ and the input value(s) $$[x_1=1,x_2=6.28,x_3=0]$$ which of the following values is the nearest to the correct output?	0.1		-0.5		1.0		-10.0		c	0	-sin(x_2 + 3.14) + cos(3.14*x_1) - cos(x_3 + 3.14) + 1
368	423	sim	Given the formula $$- \frac{x_{1} - x_{2} + x_{3}}{\sin{\left (x_{3} + 1.57 \right )}} + 9$$ and the input value(s) $$[x_1=2,x_2=1,x_3=6.28]$$ which of the following values is the nearest to the correct output?	1.72		0.17		-17.2		-0.17		a	0	-(x_1 - x_2 + x_3)/sin(x_3 + 1.57) + 9
369	424	sim	Given the formula $$8 x_{1} x_{3}^{2} - x_{3} + \left(5 x_{2} + x_{3}\right)^{0.5}$$ and the input value(s) $$[x_1=0.0,x_2=0.6,x_3=0.7]$$ which of the following values is the nearest to the correct output?	0.12		1.22		0.61		-0.12		b	0	8*x_1*x_3**2 - x_3 + (5*x_2 + x_3)**0.5
370	425	sim	Given the formula $$x_{1} - 19.7 x_{2}^{5} x_{3}^{5} + x_{3} + \sin{\left (x_{2} + 3.14 \right )} + 5$$ and the input value(s) $$[x_1=9,x_2=0,x_3=8]$$ which of the following values is the nearest to the correct output?	22.0		-44.0		220.0		-11.0		a	0	x_1 - 19.7*x_2**5*x_3**5 + x_3 + sin(x_2 + 3.14) + 5
371	427	sim	Given the formula $$\left(3 x_{1} + x_{2} x_{2}^{x_{3}} - \cos{\left (x_{2} + 3.14 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=6,x_2=6.28,x_3=0]$$ which of the following values is the nearest to the correct output?	5.03		-0.5		50.3		10.06		a	0	(3*x_1 + x_2*x_2**x_3 - cos(x_2 + 3.14))**0.5
372	428	sim	Given the formula $$\cos{\left (x_{2} + 3.14 \right )} - \cos^{x_{1}}{\left (x_{3} - 3.14 \right )}$$ and the input value(s) $$[x_1=8,x_2=3.14,x_3=1.57]$$ which of the following values is the nearest to the correct output?	0.5		0.1		-10.0		1.0		d	0	cos(x_2 + 3.14) - cos(x_3 - 3.14)**x_1
373	429	sim	Given the formula $$\left(- x_{3}^{x_{2}} + 2\right) \sin^{x_{1}}{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=6,x_2=0,x_3=5]$$ which of the following values is the nearest to the correct output?	1.0		-2.0		-0.5		0.1		a	0	(-x_3**x_2 + 2)*sin(1.57*x_3)**x_1
374	430	sim	Given the formula $$x_{1}^{10} + x_{1} - 2 x_{3} + 5 + \frac{1}{x_{2}}$$ and the input value(s) $$[x_1=0.2,x_2=0.6,x_3=0.6]$$ which of the following values is the nearest to the correct output?	0.57		2.83		5.67		-56.7		c	0	x_1**10 + x_1 - 2*x_3 + 5 + 1/x_2
375	431	sim	Given the formula $$x_{2}^{5} \cos{\left (x_{2} - 1.57 \right )} + 7 \sin{\left (1.57 x_{1} \right )} \cos{\left (x_{3} + 1.57 \right )}$$ and the input value(s) $$[x_1=3,x_2=3.14,x_3=3.14]$$ which of the following values is the nearest to the correct output?	0.03		2.6		0.26		0.13		c	0	x_2**5*cos(x_2 - 1.57) + 7*sin(1.57*x_1)*cos(x_3 + 1.57)
376	432	sim	Given the formula $$\cos^{x_{1}}{\left (3.14 x_{2} \right )} + \cos^{x_{1}}{\left (3.14 x_{3} \right )} + 6$$ and the input value(s) $$[x_1=4,x_2=3,x_3=9]$$ which of the following values is the nearest to the correct output?	-16.0		-80.0		8.0		-4.0		c	0	cos(3.14*x_2)**x_1 + cos(3.14*x_3)**x_1 + 6
377	433	sim	Given the formula $$\left(x_{2} + x_{3} + \cos{\left (1.57 x_{1} \right )} - \cos{\left (3.14 x_{1} \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=5,x_2=3,x_3=0]$$ which of the following values is the nearest to the correct output?	-1.0		4.0		2.0		1.0		c	0	(x_2 + x_3 + cos(1.57*x_1) - cos(3.14*x_1))**0.5
378	434	sim	Given the formula $$4 x_{1}^{x_{1}} + x_{3} + \frac{\cos{\left (x_{2} - 1.57 \right )}}{x_{1} + x_{2} + 2}$$ and the input value(s) $$[x_1=3,x_2=6.28,x_3=5]$$ which of the following values is the nearest to the correct output?	113.0		-1130.0		11.3		1130.0		a	0	4*x_1**x_1 + x_3 + cos(x_2 - 1.57)/(x_1 + x_2 + 2)
379	435	sim	Given the formula $$x_{1} + x_{1}^{x_{3}} + x_{2} - x_{3} + \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=9,x_2=1.57,x_3=2]$$ which of the following values is the nearest to the correct output?	-8.86		44.28		177.14		88.57		d	0	x_1 + x_1**x_3 + x_2 - x_3 + cos(x_2 + 1.57)
380	436	sim	Given the formula $$\left(x_{1} + x_{2} + 2\right)^{0.5} \cos{\left (3.14 x_{3} \right )}$$ and the input value(s) $$[x_1=4,x_2=7,x_3=7]$$ which of the following values is the nearest to the correct output?	-36.1		0.36		-3.61		7.22		c	0	(x_1 + x_2 + 2)**0.5*cos(3.14*x_3)
381	437	sim	Given the formula $$x_{1} + x_{2} + x_{3}^{x_{3}} - \cos{\left (1.57 x_{3} \right )} + 2$$ and the input value(s) $$[x_1=7,x_2=4,x_3=5]$$ which of the following values is the nearest to the correct output?	-6276.0		3138.0		-313.8		6276.0		b	0	x_1 + x_2 + x_3**x_3 - cos(1.57*x_3) + 2
382	438	sim	Given the formula $$3^{x_{2} + 3} + x_{1} - x_{3}^{0.5} + \sin{\left (1.57 x_{1} \right )} + \sin{\left (x_{3} - 1.57 \right )} + 4$$ and the input value(s) $$[x_1=7,x_2=4,x_3=0]$$ which of the following values is the nearest to the correct output?	1098.0		219.6		2196.0		21960.0		c	0	3**(x_2 + 3) + x_1 - x_3**0.5 + sin(1.57*x_1) + sin(x_3 - 1.57) + 4
383	440	sim	Given the formula $$- \frac{x_{2}}{x_{3}} + \sin{\left (x_{1} + 1.57 \right )} + 2$$ and the input value(s) $$[x_1=0,x_2=7,x_3=9]$$ which of the following values is the nearest to the correct output?	-0.22		0.22		2.22		-1.11		c	0	-x_2/x_3 + sin(x_1 + 1.57) + 2
384	441	sim	Given the formula $$x_{2} - x_{3} - x_{3}^{x_{3}} + \sin{\left (x_{1} + 1.57 \right )} + 1$$ and the input value(s) $$[x_1=6.28,x_2=9,x_3=5]$$ which of the following values is the nearest to the correct output?	-1559.5		-31190.0		1559.5		-3119.0		d	0	x_2 - x_3 - x_3**x_3 + sin(x_1 + 1.57) + 1
385	442	sim	Given the formula $$x_{1} - \frac{\cos{\left (1.57 x_{3} \right )}}{\sin{\left (3.14 x_{2} \right )}}$$ and the input value(s) $$[x_1=5,x_2=7,x_3=6]$$ which of the following values is the nearest to the correct output?	47.35		189.4		947.0		94.7		d	0	x_1 - cos(1.57*x_3)/sin(3.14*x_2)
386	443	sim	Given the formula $$- x_{2} - x_{3} + \sin{\left (3.14 x_{3} \right )} + \frac{4}{x_{1}} \left(- x_{2} + x_{3}\right)$$ and the input value(s) $$[x_1=6,x_2=0,x_3=8]$$ which of the following values is the nearest to the correct output?	-2.68		-5.36		26.8		5.36		a	0	-x_2 - x_3 + sin(3.14*x_3) + 4*(-x_2 + x_3)/x_1
387	444	sim	Given the formula $$\frac{- x_{2} + \frac{7}{x_{2}}}{\cos{\left (x_{3} - 1.57 \right )}} + \frac{5}{x_{1}} \left(- x_{3} + 9\right)^{x_{1}}$$ and the input value(s) $$[x_1=3,x_2=3,x_3=3.14]$$ which of the following values is the nearest to the correct output?	-501.79		-250.9		5017.9		250.9		a	0	(-x_2 + 7/x_2)/cos(x_3 - 1.57) + 5*(-x_3 + 9)**x_1/x_1
388	445	sim	Given the formula $$\left(x_{2} + x_{3}\right)^{0.5} - \cos{\left (x_{1} + 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=0,x_3=2]$$ which of the following values is the nearest to the correct output?	-0.7		1.41		-2.82		0.7		b	0	(x_2 + x_3)**0.5 - cos(x_1 + 1.57)
389	446	sim	Given the formula $$\frac{8 \left(9 x_{1} + 9\right)^{0.5}}{x_{1}^{2} x_{2} x_{3}}$$ and the input value(s) $$[x_1=0.8,x_2=0.4,x_3=0.7]$$ which of the following values is the nearest to the correct output?	-359.36		179.68		1796.8		359.36		b	0	8*(9*x_1 + 9)**0.5/(x_1**2*x_2*x_3)
390	447	sim	Given the formula $$x_{1}^{x_{2}} + 9 \cos{\left (x_{3} - 1.57 \right )} + 5$$ and the input value(s) $$[x_1=1,x_2=2,x_3=3.14]$$ which of the following values is the nearest to the correct output?	0.6		6.01		-3.0		3.0		b	0	x_1**x_2 + 9*cos(x_3 - 1.57) + 5
391	448	sim	Given the formula $$\frac{3 \left(x_{3} + \frac{6 x_{3}}{x_{2}}\right)^{0.5}}{x_{1} + x_{2}}$$ and the input value(s) $$[x_1=0.6,x_2=0.3,x_3=0.9]$$ which of the following values is the nearest to the correct output?	14.49		28.98		144.9		-28.98		a	0	3*(x_3 + 6*x_3/x_2)**0.5/(x_1 + x_2)
392	449	sim	Given the formula $$x_{1} + \sin{\left (x_{3} + 1.57 \right )} + \cos{\left (x_{2} - 1.57 \right )} + 7$$ and the input value(s) $$[x_1=9,x_2=6.28,x_3=3.14]$$ which of the following values is the nearest to the correct output?	-150.0		15.0		-1.5		-7.5		b	0	x_1 + sin(x_3 + 1.57) + cos(x_2 - 1.57) + 7
393	450	sim	Given the formula $$2 x_{1}^{x_{1}} - x_{2} x_{3} + 5$$ and the input value(s) $$[x_1=5,x_2=5,x_3=1]$$ which of the following values is the nearest to the correct output?	62500.0		-625.0		6250.0		-62500.0		c	0	2*x_1**x_1 - x_2*x_3 + 5
394	451	sim	Given the formula $$8 + \frac{x_{2} + x_{3} + 3}{- x_{1} - x_{2} + 7}$$ and the input value(s) $$[x_1=9,x_2=9,x_3=4]$$ which of the following values is the nearest to the correct output?	-65.5		0.66		6.55		13.1		c	0	8 + (x_2 + x_3 + 3)/(-x_1 - x_2 + 7)
395	452	sim	Given the formula $$\left(- x_{1} x_{3} + 5 x_{1} + \cos{\left (3.14 x_{2} \right )} + \cos{\left (x_{3} - 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=2,x_3=3.14]$$ which of the following values is the nearest to the correct output?	2.17		-0.22		21.7		4.34		a	0	(-x_1*x_3 + 5*x_1 + cos(3.14*x_2) + cos(x_3 - 1.57))**0.5
396	453	sim	Given the formula $$6 x_{2} + 6 x_{3} + \sin{\left (3.14 x_{1} \right )} + 3$$ and the input value(s) $$[x_1=0,x_2=6,x_3=1]$$ which of the following values is the nearest to the correct output?	-450.0		45.0		4.5		-4.5		b	0	6*x_2 + 6*x_3 + sin(3.14*x_1) + 3
397	454	sim	Given the formula $$x_{1}^{x_{2}} \left(- x_{3} + 7\right)^{x_{1}} \sin{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=1,x_2=5,x_3=1]$$ which of the following values is the nearest to the correct output?	-0.03		-0.5		0.5		0.05		d	0	x_1**x_2*(-x_3 + 7)**x_1*sin(3.14*x_2)
398	456	sim	Given the formula $$x_{1} x_{3} + x_{1} + x_{2} + 9$$ and the input value(s) $$[x_1=0.5,x_2=0.9,x_3=0.8]$$ which of the following values is the nearest to the correct output?	1.08		-5.4		10.8		5.4		c	0	x_1*x_3 + x_1 + x_2 + 9
399	457	sim	Given the formula $$\frac{8}{x_{2}} \left(x_{1} + 8\right) \left(- x_{3} + 7 + \frac{x_{2}}{x_{1}}\right)^{x_{2}}$$ and the input value(s) $$[x_1=8,x_2=5,x_3=6]$$ which of the following values is the nearest to the correct output?	2900.7		290.07		-580.14		-145.03		b	0	8*(x_1 + 8)*(-x_3 + 7 + x_2/x_1)**x_2/x_2
400	458	sim	Given the formula $$\left(x_{1} + \frac{8 x_{2}}{x_{3}}\right)^{0.5} \cos{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=6,x_2=1,x_3=3]$$ which of the following values is the nearest to the correct output?	1.47		-5.88		29.4		2.94		d	0	(x_1 + 8*x_2/x_3)**0.5*cos(3.14*x_1)
401	459	sim	Given the formula $$- x_{1} - x_{2} + x_{3} - x_{3}^{x_{1}} + 2$$ and the input value(s) $$[x_1=6,x_2=9,x_3=2]$$ which of the following values is the nearest to the correct output?	37.5		-75.0		-750.0		-150.0		b	0	-x_1 - x_2 + x_3 - x_3**x_1 + 2
402	460	sim	Given the formula $$\left(x_{1} - x_{2}^{0.5} + x_{2} x_{3} + 8\right)^{0.5}$$ and the input value(s) $$[x_1=4,x_2=9,x_3=0]$$ which of the following values is the nearest to the correct output?	6.0		0.3		-30.0		3.0		d	0	(x_1 - x_2**0.5 + x_2*x_3 + 8)**0.5
403	461	sim	Given the formula $$\left(x_{2} + 6 \sin{\left (x_{2} + 3.14 \right )}\right) \left(- x_{3} + 2\right)^{x_{1}}$$ and the input value(s) $$[x_1=0,x_2=1.57,x_3=8]$$ which of the following values is the nearest to the correct output?	44.3		8.86		-44.3		-4.43		d	0	(x_2 + 6*sin(x_2 + 3.14))*(-x_3 + 2)**x_1
404	462	sim	Given the formula $$- x_{1} + \frac{\left(x_{3} + 2\right) \sin{\left (x_{3} + 3.14 \right )}}{\sin{\left (3.14 x_{2} \right )}} + 5$$ and the input value(s) $$[x_1=0,x_2=1,x_3=3.14]$$ which of the following values is the nearest to the correct output?	-5.28		10.56		-2.64		-10.56		a	0	-x_1 + (x_3 + 2)*sin(x_3 + 3.14)/sin(3.14*x_2) + 5
405	463	sim	Given the formula $$9 x_{1} - x_{2} + \sin{\left (x_{2} - 1.57 \right )} + \cos{\left (3.14 x_{3} \right )}$$ and the input value(s) $$[x_1=3,x_2=1.57,x_3=8]$$ which of the following values is the nearest to the correct output?	-52.86		-264.3		-13.21		26.43		d	0	9*x_1 - x_2 + sin(x_2 - 1.57) + cos(3.14*x_3)
406	464	sim	Given the formula $$\frac{\left(x_{3} + 3\right)^{0.5} \left(x_{1} x_{2}^{x_{2}} + x_{1} + x_{2}\right)}{\sin{\left (1.57 x_{1} \right )} + 7}$$ and the input value(s) $$[x_1=0,x_2=4,x_3=8]$$ which of the following values is the nearest to the correct output?	-0.19		-0.95		-19.0		1.9		d	0	(x_3 + 3)**0.5*(x_1*x_2**x_2 + x_1 + x_2)/(sin(1.57*x_1) + 7)
407	465	sim	Given the formula $$x_{2}^{x_{1}} + 2 \sin{\left (3.14 x_{3} \right )}$$ and the input value(s) $$[x_1=7,x_2=3,x_3=2]$$ which of the following values is the nearest to the correct output?	-4373.98		2186.99		-21869.9		218.7		b	0	x_2**x_1 + 2*sin(3.14*x_3)
408	466	sim	Given the formula $$4 x_{2} x_{3}^{0.5} - x_{3} + \cos{\left (x_{1} - 3.14 \right )} + 7$$ and the input value(s) $$[x_1=6.28,x_2=3,x_3=4]$$ which of the following values is the nearest to the correct output?	26.0		-260.0		13.0		-13.0		a	0	4*x_2*x_3**0.5 - x_3 + cos(x_1 - 3.14) + 7
409	467	sim	Given the formula $$\left(x_{2} + x_{3}^{0.5} \cos{\left (x_{1} + 1.57 \right )} - x_{3}\right)^{0.5}$$ and the input value(s) $$[x_1=3.14,x_2=6,x_3=0]$$ which of the following values is the nearest to the correct output?	-4.9		2.45		4.9		24.5		b	0	(x_2 + x_3**0.5*cos(x_1 + 1.57) - x_3)**0.5
410	469	sim	Given the formula $$x_{1} x_{3} - \sin{\left (1.57 x_{2} \right )} + \sin{\left (x_{2} + 3.14 \right )} + 5$$ and the input value(s) $$[x_1=8,x_2=3.14,x_3=0]$$ which of the following values is the nearest to the correct output?	2.98		59.7		5.97		-59.7		c	0	x_1*x_3 - sin(1.57*x_2) + sin(x_2 + 3.14) + 5
411	470	sim	Given the formula $$8 x_{1} x_{2} x_{3} + 9 x_{2} - \cos{\left (x_{3} - 1.57 \right )} + 2.0$$ and the input value(s) $$[x_1=3,x_2=9,x_3=6.28]$$ which of the following values is the nearest to the correct output?	-14394.8		1439.48		143.95		-719.74		b	0	8*x_1*x_2*x_3 + 9*x_2 - cos(x_3 - 1.57) + 2.0
412	471	sim	Given the formula $$x_{1} + x_{2} + \cos{\left (x_{3} - 3.14 \right )} + 1$$ and the input value(s) $$[x_1=1,x_2=0,x_3=3.14]$$ which of the following values is the nearest to the correct output?	30.0		6.0		1.5		3.0		d	0	x_1 + x_2 + cos(x_3 - 3.14) + 1
413	472	sim	Given the formula $$3 x_{1} x_{2}^{x_{2}} x_{3} + x_{2} + \left(- x_{1}^{2} + x_{1} + 1\right)^{0.5}$$ and the input value(s) $$[x_1=0,x_2=7,x_3=7]$$ which of the following values is the nearest to the correct output?	8.0		-0.8		-4.0		4.0		a	0	3*x_1*x_2**x_2*x_3 + x_2 + (-x_1**2 + x_1 + 1)**0.5
414	473	sim	Given the formula $$- x_{3} + \cos{\left (1.57 x_{1} \right )} + \frac{6}{x_{3}} \cos{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=2,x_2=0,x_3=6]$$ which of the following values is the nearest to the correct output?	-4.0		-0.8		-8.0		16.0		c	0	-x_3 + cos(1.57*x_1) + 6*cos(x_2 - 3.14)/x_3
415	476	sim	Given the formula $$\frac{\cos{\left (1.57 x_{2} \right )}}{4 x_{3} + 5} \sin{\left (x_{1} + 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=4,x_3=5]$$ which of the following values is the nearest to the correct output?	-0.02		-0.08		0.04		0.4		c	0	sin(x_1 + 1.57)*cos(1.57*x_2)/(4*x_3 + 5)
416	477	sim	Given the formula $$x_{2} x_{3} + 5 \sin{\left (x_{1} + 1.57 \right )} \cos{\left (x_{1} + 1.57 \right )} + \frac{6}{x_{3}}$$ and the input value(s) $$[x_1=1.57,x_2=2,x_3=3]$$ which of the following values is the nearest to the correct output?	15.98		7.99		0.8		-4.0		b	0	x_2*x_3 + 5*sin(x_1 + 1.57)*cos(x_1 + 1.57) + 6/x_3
417	478	sim	Given the formula $$\left(x_{2} \cos{\left (x_{1} + 3.14 \right )} + x_{3} + 6\right)^{0.5}$$ and the input value(s) $$[x_1=6.28,x_2=5,x_3=7]$$ which of the following values is the nearest to the correct output?	-0.28		1.42		2.83		-5.66		c	0	(x_2*cos(x_1 + 3.14) + x_3 + 6)**0.5
418	479	sim	Given the formula $$x_{1} + x_{2} + \sin{\left (x_{3} + 3.14 \right )}$$ and the input value(s) $$[x_1=9,x_2=1,x_3=3.14]$$ which of the following values is the nearest to the correct output?	-1.0		10.0		-20.0		-100.0		b	0	x_1 + x_2 + sin(x_3 + 3.14)
419	480	sim	Given the formula $$\frac{5 + \frac{1}{x_{2}} \sin{\left (3.14 x_{1} \right )}}{4 x_{1} x_{2}^{0.5} + x_{3} + 4}$$ and the input value(s) $$[x_1=1,x_2=5,x_3=1]$$ which of the following values is the nearest to the correct output?	-0.72		0.04		-0.04		0.36		d	0	(5 + sin(3.14*x_1)/x_2)/(4*x_1*x_2**0.5 + x_3 + 4)
420	481	sim	Given the formula $$7 x_{3}^{0.5} \left(8 x_{1} + x_{2} + x_{3}\right)^{x_{1}}$$ and the input value(s) $$[x_1=0,x_2=6,x_3=1]$$ which of the following values is the nearest to the correct output?	-0.7		0.7		-70.0		7.0		d	0	7*x_3**0.5*(8*x_1 + x_2 + x_3)**x_1
421	482	sim	Given the formula $$3 \cdot 9^{- x_{3} + 6} + \sin{\left (3.14 x_{1} \right )} \sin{\left (x_{2} + 1.57 \right )} - \sin{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=5,x_2=3.14,x_3=8]$$ which of the following values is the nearest to the correct output?	0.01		-0.0		0.03		-0.06		c	0	3*9**(-x_3 + 6) + sin(3.14*x_1)*sin(x_2 + 1.57) - sin(x_2 - 3.14)
422	483	sim	Given the formula $$x_{2} + \sin^{x_{2}}{\left (x_{3} + 1.57 \right )} + 5 + \frac{8}{x_{1}}$$ and the input value(s) $$[x_1=8,x_2=0,x_3=6.28]$$ which of the following values is the nearest to the correct output?	-70.0		70.0		7.0		0.7		c	0	x_2 + sin(x_3 + 1.57)**x_2 + 5 + 8/x_1
423	484	sim	Given the formula $$\cos{\left (3.14 x_{1} \right )} + 4 + \frac{3 x_{3}}{x_{2}}$$ and the input value(s) $$[x_1=1,x_2=7,x_3=9]$$ which of the following values is the nearest to the correct output?	13.72		6.86		3.43		-68.6		b	0	cos(3.14*x_1) + 4 + 3*x_3/x_2
424	485	sim	Given the formula $$- \sin{\left (x_{3} - 3.14 \right )} + \frac{9}{x_{1} - x_{2}}$$ and the input value(s) $$[x_1=0,x_2=3,x_3=6.28]$$ which of the following values is the nearest to the correct output?	-3.0		-6.0		-0.3		0.3		a	0	-sin(x_3 - 3.14) + 9/(x_1 - x_2)
425	486	sim	Given the formula $$2 x_{3}^{0.5} + \cos{\left (x_{1} - 3.14 \right )} + \frac{5}{\sin{\left (1.57 x_{2} \right )}}$$ and the input value(s) $$[x_1=6.28,x_2=9,x_3=5]$$ which of the following values is the nearest to the correct output?	16.94		0.85		-4.24		8.47		d	0	2*x_3**0.5 + cos(x_1 - 3.14) + 5/sin(1.57*x_2)
426	487	sim	Given the formula $$- x_{1}^{x_{3}} + \cos{\left (x_{2} + 1.57 \right )} + \frac{6}{x_{2}} + \frac{3 x_{3}}{x_{1}}$$ and the input value(s) $$[x_1=3,x_2=3.14,x_3=7]$$ which of the following values is the nearest to the correct output?	1089.05		-2178.09		21780.9		-217.81		b	0	-x_1**x_3 + cos(x_2 + 1.57) + 6/x_2 + 3*x_3/x_1
427	488	sim	Given the formula $$- \frac{7 x_{2}^{0.5} + 5 \cos{\left (x_{3} \right )} + 5}{\sin{\left (x_{1} - 1.57 \right )}}$$ and the input value(s) $$[x_1=0,x_2=8,x_3=5]$$ which of the following values is the nearest to the correct output?	-13.11		26.22		2.62		-52.44		b	0	-(7*x_2**0.5 + 5*cos(x_3) + 5)/sin(x_1 - 1.57)
428	489	sim	Given the formula $$- 5^{\cos{\left (3.14 x_{2} \right )}} + \cos{\left (x_{1} + 3.14 \right )} + \frac{1}{x_{3}}$$ and the input value(s) $$[x_1=6.28,x_2=7,x_3=1]$$ which of the following values is the nearest to the correct output?	-0.2		-0.4		-0.02		2.0		a	0	-5**cos(3.14*x_2) + cos(x_1 + 3.14) + 1/x_3
429	490	sim	Given the formula $$- \sin{\left (1.57 x_{2} \right )} + \cos{\left (3.14 x_{1} \right )} + \frac{7}{x_{3}} \left(x_{1} + x_{3}\right)$$ and the input value(s) $$[x_1=8,x_2=2,x_3=8]$$ which of the following values is the nearest to the correct output?	-150.0		30.0		7.5		15.0		d	0	-sin(1.57*x_2) + cos(3.14*x_1) + 7*(x_1 + x_3)/x_3
430	491	sim	Given the formula $$6.28 x_{1}^{5} + x_{2} \sin{\left (1.57 x_{3} \right )} + 5$$ and the input value(s) $$[x_1=3,x_2=2,x_3=6]$$ which of the following values is the nearest to the correct output?	765.5		3062.02		15310.1		1531.01		d	0	6.28*x_1**5 + x_2*sin(1.57*x_3) + 5
431	492	sim	Given the formula $$7 x_{3} - \sin{\left (3.14 x_{2} \right )} + \cos{\left (x_{1} - 1.57 \right )} - \cos{\left (x_{3} + 3.14 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=0,x_3=3.14]$$ which of the following values is the nearest to the correct output?	2.1		20.98		-2.1		10.49		b	0	7*x_3 - sin(3.14*x_2) + cos(x_1 - 1.57) - cos(x_3 + 3.14)
432	493	sim	Given the formula $$\left(8 x_{3} + \sin^{x_{1}}{\left (1.57 x_{2} \right )} + 3\right)^{0.5}$$ and the input value(s) $$[x_1=7,x_2=2,x_3=8]$$ which of the following values is the nearest to the correct output?	-16.38		-4.09		8.19		-0.82		c	0	(8*x_3 + sin(1.57*x_2)**x_1 + 3)**0.5
433	494	sim	Given the formula $$\frac{- x_{1}^{0.5} + \frac{7}{x_{3}}}{\sin{\left (3.14 x_{2} \right )}} + \frac{6}{- x_{1} + 3}$$ and the input value(s) $$[x_1=6,x_2=5,x_3=8]$$ which of the following values is the nearest to the correct output?	-99.88		-199.75		99.88		399.5		b	0	(-x_1**0.5 + 7/x_3)/sin(3.14*x_2) + 6/(-x_1 + 3)
434	495	sim	Given the formula $$x_{3}^{0.5} + \cos{\left (x_{1} - 3.14 \right )} + 2 + \frac{1.0 \cos{\left (1.57 x_{1} \right )}}{\sin{\left (x_{2} + 1.57 \right )}}$$ and the input value(s) $$[x_1=3.14,x_2=6.28,x_3=4]$$ which of the following values is the nearest to the correct output?	-52.2		10.44		5.22		-0.52		c	0	x_3**0.5 + cos(x_1 - 3.14) + 2 + 1.0*cos(1.57*x_1)/sin(x_2 + 1.57)
435	497	sim	Given the formula $$- x_{3}^{0.5} + x_{3} - \frac{x_{2} + x_{3}}{\sin{\left (x_{1} + 3.14 \right )}} + 1$$ and the input value(s) $$[x_1=0,x_2=7,x_3=3]$$ which of the following values is the nearest to the correct output?	627.66		62765.6		-6276.56		-62765.6		c	0	-x_3**0.5 + x_3 - (x_2 + x_3)/sin(x_1 + 3.14) + 1
436	498	sim	Given the formula $$- 6 \left(x_{1} - x_{2}\right)^{0.5} \sin{\left (x_{3} - 1.57 \right )}$$ and the input value(s) $$[x_1=9,x_2=8,x_3=0]$$ which of the following values is the nearest to the correct output?	-12.0		6.0		3.0		0.6		b	0	-6*(x_1 - x_2)**0.5*sin(x_3 - 1.57)
437	499	sim	Given the formula $$\sin{\left (3.14 x_{1} \right )} + 3 \sin^{x_{3}}{\left (x_{2} + 3.14 \right )} + \cos{\left (1.57 x_{1} \right )} + 8$$ and the input value(s) $$[x_1=6,x_2=6.28,x_3=0]$$ which of the following values is the nearest to the correct output?	9.99		99.9		-5.0		-99.9		a	0	sin(3.14*x_1) + 3*sin(x_2 + 3.14)**x_3 + cos(1.57*x_1) + 8
438	501	sim	Given the formula $$\left(\frac{\frac{x_{1}}{x_{3}} + 7 x_{2}}{\cos{\left (x_{3} - 3.14 \right )}}\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=6,x_3=1.57]$$ which of the following values is the nearest to the correct output?	466.22		233.11		-2331.1		23.31		b	0	((x_1/x_3 + 7*x_2)/cos(x_3 - 3.14))**0.5
439	502	sim	Given the formula $$\frac{1}{2 x_{1} + x_{2} + 2} \left(9 x_{2}^{0.5} - x_{2}\right) \left(4 x_{1}^{0.5} + \cos{\left (x_{3} + 3.14 \right )} - \frac{1}{x_{1}}\right)$$ and the input value(s) $$[x_1=9,x_2=7,x_3=1.57]$$ which of the following values is the nearest to the correct output?	7.4		-3.7		0.74		3.7		a	0	(9*x_2**0.5 - x_2)*(4*x_1**0.5 + cos(x_3 + 3.14) - 1/x_1)/(2*x_1 + x_2 + 2)
440	503	sim	Given the formula $$x_{2} + 2 x_{3} + \sin{\left (3.14 x_{1} \right )} + 9$$ and the input value(s) $$[x_1=3,x_2=2,x_3=7]$$ which of the following values is the nearest to the correct output?	-250.0		50.0		25.0		250.0		c	0	x_2 + 2*x_3 + sin(3.14*x_1) + 9
441	504	sim	Given the formula $$9 x_{1} + \frac{7 x_{3}}{\sin{\left (1.57 x_{2} \right )}} - \sin{\left (x_{3} - 1.57 \right )} + \cos{\left (x_{3} + 3.14 \right )}$$ and the input value(s) $$[x_1=8,x_2=3,x_3=3.14]$$ which of the following values is the nearest to the correct output?	50.02		25.01		-5.0		100.04		a	0	9*x_1 + 7*x_3/sin(1.57*x_2) - sin(x_3 - 1.57) + cos(x_3 + 3.14)
442	505	sim	Given the formula $$- x_{2}^{10} + 3 - \frac{\sin{\left (x_{1} - 3.14 \right )}}{- x_{1} + x_{3}} + \frac{x_{2}}{x_{1}}$$ and the input value(s) $$[x_1=1.57,x_2=0,x_3=7]$$ which of the following values is the nearest to the correct output?	-6.36		3.18		6.36		-1.59		b	0	-x_2**10 + 3 - sin(x_1 - 3.14)/(-x_1 + x_3) + x_2/x_1
443	506	sim	Given the formula $$\left(3 x_{2} + x_{3} - \cos{\left (x_{1} + 3.14 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=6.28,x_2=5,x_3=0]$$ which of the following values is the nearest to the correct output?	8.0		-8.0		4.0		-0.4		c	0	(3*x_2 + x_3 - cos(x_1 + 3.14))**0.5
444	507	sim	Given the formula $$5 x_{3}^{x_{1}} - \left(x_{1} x_{3}\right)^{0.5} + \frac{\cos{\left (3.14 x_{2} \right )}}{4.0 x_{1} + 5}$$ and the input value(s) $$[x_1=0,x_2=7,x_3=7]$$ which of the following values is the nearest to the correct output?	-2.4		-0.48		-9.6		4.8		d	0	5*x_3**x_1 - (x_1*x_3)**0.5 + cos(3.14*x_2)/(4.0*x_1 + 5)
445	508	sim	Given the formula $$- \frac{6 x_{3} \sin{\left (x_{1} - 3.14 \right )}}{\sin{\left (3.14 x_{2} \right )}}$$ and the input value(s) $$[x_1=0,x_2=1,x_3=6]$$ which of the following values is the nearest to the correct output?	360.0		-360.0		36.0		-72.0		c	0	-6*x_3*sin(x_1 - 3.14)/sin(3.14*x_2)
446	509	sim	Given the formula $$- x_{1} + 9 x_{2} + \sin{\left (x_{3} + 3.14 \right )} + 2$$ and the input value(s) $$[x_1=0,x_2=8,x_3=3.14]$$ which of the following values is the nearest to the correct output?	-740.0		-7.4		74.0		-37.0		c	0	-x_1 + 9*x_2 + sin(x_3 + 3.14) + 2
447	511	sim	Given the formula $$x_{1} + x_{2} \cos^{x_{3}}{\left (\sin{\left (x_{1} \right )} \right )} - \sin{\left (x_{2} - 3.14 \right )} + 9$$ and the input value(s) $$[x_1=7,x_2=6.28,x_3=9]$$ which of the following values is the nearest to the correct output?	-1.68		33.54		167.7		16.77		d	0	x_1 + x_2*cos(sin(x_1))**x_3 - sin(x_2 - 3.14) + 9
448	512	sim	Given the formula $$\frac{\left(\sin^{x_{2}}{\left (x_{1} + 3.14 \right )}\right)^{0.5}}{\sin{\left (1.57 x_{3} \right )}}$$ and the input value(s) $$[x_1=1.57,x_2=2,x_3=3]$$ which of the following values is the nearest to the correct output?	-1.0		-0.5		-0.1		-10.0		a	0	(sin(x_1 + 3.14)**x_2)**0.5/sin(1.57*x_3)
449	513	sim	Given the formula $$\left(x_{1} + x_{2} + x_{3} - \sin{\left (x_{2} + 3.14 \right )} + 2\right)^{0.5}$$ and the input value(s) $$[x_1=3,x_2=3.14,x_3=6]$$ which of the following values is the nearest to the correct output?	-7.52		-1.88		3.76		7.52		c	0	(x_1 + x_2 + x_3 - sin(x_2 + 3.14) + 2)**0.5
450	514	sim	Given the formula $$\cos^{x_{2}}{\left (x_{1} - 3.14 \right )} + \frac{9}{x_{3} \cos{\left (x_{1} - 1.57 \right )}}$$ and the input value(s) $$[x_1=1.57,x_2=4,x_3=7]$$ which of the following values is the nearest to the correct output?	-0.13		2.58		1.29		12.9		c	0	cos(x_1 - 3.14)**x_2 + 9/(x_3*cos(x_1 - 1.57))
451	515	sim	Given the formula $$- x_{1}^{2} \sin{\left (x_{2} - 3.14 \right )} - x_{1} + x_{3} + 3$$ and the input value(s) $$[x_1=7,x_2=0,x_3=0]$$ which of the following values is the nearest to the correct output?	-3.92		-1.96		1.96		-7.84		a	0	-x_1**2*sin(x_2 - 3.14) - x_1 + x_3 + 3
452	516	sim	Given the formula $$7 x_{1} x_{2} + 6 x_{1}^{x_{1}} x_{2} + \sin{\left (1.57 x_{1} \right )} \sin{\left (x_{3} + 3.14 \right )}$$ and the input value(s) $$[x_1=1,x_2=6,x_3=0]$$ which of the following values is the nearest to the correct output?	780.0		78.0		-780.0		-7.8		b	0	7*x_1*x_2 + 6*x_1**x_1*x_2 + sin(1.57*x_1)*sin(x_3 + 3.14)
453	518	sim	Given the formula $$x_{2} \sin{\left (x_{1} + 1.57 \right )} + 6 x_{2} - x_{3} - \cos{\left (1.57 x_{3} \right )} \cos{\left (x_{3} + 3.14 \right )} + 1$$ and the input value(s) $$[x_1=0,x_2=1,x_3=6.28]$$ which of the following values is the nearest to the correct output?	1.62		0.81		8.1		0.08		b	0	x_2*sin(x_1 + 1.57) + 6*x_2 - x_3 - cos(1.57*x_3)*cos(x_3 + 3.14) + 1
454	519	sim	Given the formula $$x_{1} - x_{2}^{x_{3}} + 5$$ and the input value(s) $$[x_1=0,x_2=3,x_3=0]$$ which of the following values is the nearest to the correct output?	40.0		-2.0		4.0		-8.0		c	0	x_1 - x_2**x_3 + 5
455	520	sim	Given the formula $$\frac{\left(x_{3}^{2} + 5\right) \cos{\left (x_{2} + 1.57 \right )}}{\cos{\left (x_{1} - 3.14 \right )}}$$ and the input value(s) $$[x_1=1.57,x_2=3.14,x_3=1]$$ which of the following values is the nearest to the correct output?	180.0		1.8		-36.0		-18.0		d	0	(x_3**2 + 5)*cos(x_2 + 1.57)/cos(x_1 - 3.14)
456	521	sim	Given the formula $$8 \sin{\left (x_{2} + 1.57 \right )} \sin^{x_{1}}{\left (x_{3} + 3.14 \right )}$$ and the input value(s) $$[x_1=6,x_2=3.14,x_3=1.57]$$ which of the following values is the nearest to the correct output?	-8.0		-80.0		-0.8		0.8		a	0	8*sin(x_2 + 1.57)*sin(x_3 + 3.14)**x_1
457	522	sim	Given the formula $$\frac{\left(5 \sin{\left (x_{1} \right )} + 5\right)^{8}}{x_{2}^{2} + 4 x_{2}} \left(x_{2} + x_{3}^{10}\right)$$ and the input value(s) $$[x_1=4,x_2=9,x_3=2]$$ which of the following values is the nearest to the correct output?	42.2		84.4		-84.4		21.1		a	0	(x_2 + x_3**10)*(5*sin(x_1) + 5)**8/(x_2**2 + 4*x_2)
458	523	sim	Given the formula $$x_{2}^{0.5} \cos{\left (x_{3} + 1.57 \right )} + \frac{5}{x_{2}} \left(x_{2} + 9\right) \sin{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=0,x_2=4,x_3=0]$$ which of the following values is the nearest to the correct output?	0.3		-0.0		0.0		0.03		d	0	x_2**0.5*cos(x_3 + 1.57) + 5*(x_2 + 9)*sin(x_1 + 3.14)/x_2
459	524	sim	Given the formula $$x_{1} \sin{\left (x_{2} + 1.57 \right )} + x_{3} \cos{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=6,x_2=3.14,x_3=8]$$ which of the following values is the nearest to the correct output?	-20.0		20.0		2.0		1.0		c	0	x_1*sin(x_2 + 1.57) + x_3*cos(3.14*x_1)
460	525	sim	Given the formula $$3.14 x_{2} x_{3} \cos{\left (\sin{\left (x_{1} \right )} \right )}$$ and the input value(s) $$[x_1=4,x_2=7,x_3=5]$$ which of the following values is the nearest to the correct output?	-159.82		7.99		799.1		79.91		d	0	3.14*x_2*x_3*cos(sin(x_1))
461	526	sim	Given the formula $$x_{1} - x_{2} + \sin{\left (x_{3} + 3.14 \right )} + 9$$ and the input value(s) $$[x_1=4,x_2=9,x_3=0]$$ which of the following values is the nearest to the correct output?	4.0		-0.4		-8.0		0.4		a	0	x_1 - x_2 + sin(x_3 + 3.14) + 9
462	527	sim	Given the formula $$\frac{x_{2}^{x_{3}} \left(\cos{\left (x_{2} - 1.57 \right )} + 9\right)}{\sin{\left (x_{1} + 3.14 \right )}}$$ and the input value(s) $$[x_1=1.57,x_2=1.57,x_3=5]$$ which of the following values is the nearest to the correct output?	-190.78		-953.9		9.54		-95.39		d	0	x_2**x_3*(cos(x_2 - 1.57) + 9)/sin(x_1 + 3.14)
463	528	sim	Given the formula $$x_{3} - \sin{\left (x_{2} - 1.57 \right )} \cos{\left (x_{1} + 1.57 \right )} + 1$$ and the input value(s) $$[x_1=0,x_2=1.57,x_3=9]$$ which of the following values is the nearest to the correct output?	100.0		10.0		-5.0		20.0		b	0	x_3 - sin(x_2 - 1.57)*cos(x_1 + 1.57) + 1
464	530	sim	Given the formula $$\sin{\left (x_{3} + 1.57 \right )} - \cos{\left (x_{2} - 1.57 \right )} - \frac{\cos{\left (3.14 x_{3} \right )}}{x_{1} + 5}$$ and the input value(s) $$[x_1=4,x_2=3.14,x_3=3.14]$$ which of the following values is the nearest to the correct output?	-0.45		-1.8		-0.9		0.45		c	0	sin(x_3 + 1.57) - cos(x_2 - 1.57) - cos(3.14*x_3)/(x_1 + 5)
465	531	sim	Given the formula $$\left(- 9 \sin{\left (x_{2} - 1.57 \right )} + 3\right) \left(\sin{\left (x_{1} - 3.14 \right )} + \cos{\left (x_{3} + 3.14 \right )} + \frac{7}{x_{3} + 7}\right)$$ and the input value(s) $$[x_1=6.28,x_2=3.14,x_3=0]$$ which of the following values is the nearest to the correct output?	-0.01		0.01		-0.1		-0.0		a	0	(-9*sin(x_2 - 1.57) + 3)*(sin(x_1 - 3.14) + cos(x_3 + 3.14) + 7/(x_3 + 7))
466	532	sim	Given the formula $$\left(\frac{5 + \frac{8 x_{3}}{x_{2}}}{- x_{1} + 6 x_{2} + 3}\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=5,x_3=0]$$ which of the following values is the nearest to the correct output?	-4.0		-0.04		0.4		0.8		c	0	((5 + 8*x_3/x_2)/(-x_1 + 6*x_2 + 3))**0.5
467	533	sim	Given the formula $$\frac{- x_{1} x_{2} + 6 x_{2}}{\cos{\left (3.14 x_{1} \right )}} + \left(\frac{1}{x_{3}}\right)^{0.5} + 6$$ and the input value(s) $$[x_1=9,x_2=5,x_3=3]$$ which of the following values is the nearest to the correct output?	-10.79		2.16		43.16		21.58		d	0	(-x_1*x_2 + 6*x_2)/cos(3.14*x_1) + (1/x_3)**0.5 + 6
468	534	sim	Given the formula $$- \frac{x_{1}}{x_{2}} + 4 x_{3} \sin{\left (x_{2} + 1.57 \right )} + \cos^{0.5}{\left (1.57 x_{1} \right )} + 5$$ and the input value(s) $$[x_1=9,x_2=1.57,x_3=5]$$ which of the following values is the nearest to the correct output?	-0.62		1.24		-6.2		0.06		a	0	-x_1/x_2 + 4*x_3*sin(x_2 + 1.57) + cos(1.57*x_1)**0.5 + 5
469	535	sim	Given the formula $$8 x_{3} \left(x_{1} - x_{2}\right) + 7$$ and the input value(s) $$[x_1=0.3,x_2=0.2,x_3=0.2]$$ which of the following values is the nearest to the correct output?	7.16		14.32		3.58		-14.32		a	0	8*x_3*(x_1 - x_2) + 7
470	536	sim	Given the formula $$- \frac{x_{2} x_{3} \left(2 x_{1}^{0.5} + 2\right)}{\sin{\left (x_{1} - 1.57 \right )}} - x_{3} + \cos{\left (x_{3} - 3.14 \right )} + 8$$ and the input value(s) $$[x_1=3.14,x_2=2,x_3=6.28]$$ which of the following values is the nearest to the correct output?	137.82		-137.82		-68.91		6.89		c	0	-x_2*x_3*(2*x_1**0.5 + 2)/sin(x_1 - 1.57) - x_3 + cos(x_3 - 3.14) + 8
471	537	sim	Given the formula $$2 x_{3}^{0.5} - \sin{\left (1.57 x_{3} \right )} + \cos{\left (x_{2} - 3.14 \right )} + 2 + \frac{x_{3}}{x_{1}}$$ and the input value(s) $$[x_1=3,x_2=0,x_3=0]$$ which of the following values is the nearest to the correct output?	2.0		-0.1		1.0		-0.5		c	0	2*x_3**0.5 - sin(1.57*x_3) + cos(x_2 - 3.14) + 2 + x_3/x_1
472	538	sim	Given the formula $$- x_{1} + 8 x_{2} + \sin{\left (x_{2} + 3.14 \right )} - \cos^{0.5}{\left (3.14 x_{3} \right )} + 8$$ and the input value(s) $$[x_1=7,x_2=1.57,x_3=8]$$ which of the following values is the nearest to the correct output?	-115.6		-1.16		11.56		5.78		c	0	-x_1 + 8*x_2 + sin(x_2 + 3.14) - cos(3.14*x_3)**0.5 + 8
473	539	sim	Given the formula $$5^{x_{1}} + 2 x_{3} - \cos{\left (x_{2} - 3.14 \right )} + 3$$ and the input value(s) $$[x_1=5,x_2=6.28,x_3=5]$$ which of the following values is the nearest to the correct output?	3139.0		-1569.5		31390.0		1569.5		a	0	5**x_1 + 2*x_3 - cos(x_2 - 3.14) + 3
474	540	sim	Given the formula $$4 x_{1} x_{2} + 3 x_{3} + \sin{\left (x_{3} + 1.57 \right )} + \cos{\left (x_{2} + 3.14 \right )} + 5$$ and the input value(s) $$[x_1=6,x_2=0,x_3=0]$$ which of the following values is the nearest to the correct output?	0.5		-10.0		5.0		-2.5		c	0	4*x_1*x_2 + 3*x_3 + sin(x_3 + 1.57) + cos(x_2 + 3.14) + 5
475	541	sim	Given the formula $$\frac{8 x_{3}}{x_{2}} x_{1}^{0.5} + 7$$ and the input value(s) $$[x_1=0.7,x_2=0.5,x_3=0.6]$$ which of the following values is the nearest to the correct output?	-7.51		-30.06		15.03		30.06		c	0	8*x_1**0.5*x_3/x_2 + 7
476	542	sim	Given the formula $$- x_{1} + 7 \cos{\left (1.57 x_{2} \right )} - \cos{\left (x_{2} + 3.14 \right )} + 7 - \frac{1}{x_{3}}$$ and the input value(s) $$[x_1=3,x_2=1.57,x_3=8]$$ which of the following values is the nearest to the correct output?	-0.79		-1.58		-0.16		3.16		b	0	-x_1 + 7*cos(1.57*x_2) - cos(x_2 + 3.14) + 7 - 1/x_3
477	543	sim	Given the formula $$\left(x_{2}^{x_{3}}\right)^{0.5} \cos{\left (3.14 x_{1} \right )} + 7$$ and the input value(s) $$[x_1=9,x_2=4,x_3=1]$$ which of the following values is the nearest to the correct output?	-10.0		-50.0		5.0		-0.5		c	0	(x_2**x_3)**0.5*cos(3.14*x_1) + 7
478	544	sim	Given the formula $$- x_{1} x_{2} - \frac{8 x_{2}}{\sin{\left (x_{3} - 3.14 \right )}} - \left(x_{3} + 9\right)^{0.5} \left(\frac{1}{x_{1}}\right)^{0.5} + \frac{6}{x_{3}}$$ and the input value(s) $$[x_1=9,x_2=0,x_3=6.28]$$ which of the following values is the nearest to the correct output?	3.5		-0.17		-0.35		0.17		c	0	-x_1*x_2 - 8*x_2/sin(x_3 - 3.14) - (x_3 + 9)**0.5*(1/x_1)**0.5 + 6/x_3
479	545	sim	Given the formula $$x_{1}^{3} \cos{\left (x_{2} - 1.57 \right )} + 4 + \frac{1}{x_{3}} \cos{\left (x_{1} - 3.14 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=3.14,x_3=4]$$ which of the following values is the nearest to the correct output?	4.27		2.13		0.43		42.7		a	0	x_1**3*cos(x_2 - 1.57) + 4 + cos(x_1 - 3.14)/x_3
480	546	sim	Given the formula $$\left(\frac{x_{2}}{x_{1} + 9} \cos{\left (x_{3} - 3.14 \right )} + 3 x_{3}\right)^{0.5}$$ and the input value(s) $$[x_1=7,x_2=6,x_3=6.28]$$ which of the following values is the nearest to the correct output?	-8.6		0.43		-0.43		4.3		d	0	(x_2*cos(x_3 - 3.14)/(x_1 + 9) + 3*x_3)**0.5
481	547	sim	Given the formula $$- x_{1} + 9 x_{2}^{2} + \frac{x_{2}}{x_{3}} + 8 \left(\frac{1}{x_{3}}\right)^{0.5}$$ and the input value(s) $$[x_1=0.8,x_2=0.2,x_3=0.5]$$ which of the following values is the nearest to the correct output?	-112.7		-22.54		11.27		22.54		c	0	-x_1 + 9*x_2**2 + x_2/x_3 + 8*(1/x_3)**0.5
482	549	sim	Given the formula $$\cos{\left (1.57 x_{1} \right )} \cos{\left (3.14 x_{1} \right )} \cos{\left (x_{2} - 1.57 \right )} + 9$$ and the input value(s) $$[x_1=6,x_2=1.57]$$ which of the following values is the nearest to the correct output?	8.0		0.8		-80.0		-0.8		a	0	cos(1.57*x_1)*cos(3.14*x_1)*cos(x_2 - 1.57) + 9
483	551	sim	Given the formula $$\frac{\sin^{0.5}{\left (3.14 x_{1} \right )}}{\cos{\left (x_{2} + 1.57 \right )}}$$ and the input value(s) $$[x_1=9,x_2=3.14]$$ which of the following values is the nearest to the correct output?	-100.22		5.01		-501.1		-50.11		d	0	sin(3.14*x_1)**0.5/cos(x_2 + 1.57)
484	552	sim	Given the formula $$\frac{1}{x_{1} + 8} \left(- x_{1}^{0.5} + 8\right) \left(- \sin{\left (x_{2} + 3.14 \right )} + 2\right)$$ and the input value(s) $$[x_1=2,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-13.1		-0.66		1.31		-0.13		c	0	(-x_1**0.5 + 8)*(-sin(x_2 + 3.14) + 2)/(x_1 + 8)
485	553	sim	Given the formula $$4 x_{1} \left(x_{1} + 6\right) + 5 \sin{\left (x_{2} + 3.14 \right )} + 7$$ and the input value(s) $$[x_1=7,x_2=3.14]$$ which of the following values is the nearest to the correct output?	185.49		370.98		-3709.8		-741.96		b	0	4*x_1*(x_1 + 6) + 5*sin(x_2 + 3.14) + 7
486	554	sim	Given the formula $$\sin^{x_{2}}{\left (3.14 x_{1} \right )} \cos{\left (x_{1} - 3.14 \right )} + 7$$ and the input value(s) $$[x_1=6.28,x_2=0]$$ which of the following values is the nearest to the correct output?	3.0		60.0		-60.0		6.0		d	0	sin(3.14*x_1)**x_2*cos(x_1 - 3.14) + 7
487	556	sim	Given the formula $$\sin^{x_{1}}{\left (1.57 x_{2} \right )} + \sin{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=9,x_2=3.14]$$ which of the following values is the nearest to the correct output?	-0.18		-1.81		-0.91		0.18		b	0	sin(1.57*x_2)**x_1 + sin(x_2 + 1.57)
488	557	sim	Given the formula $$5 x_{1} + x_{2} + \sin{\left (1.57 x_{2} \right )} - \sin{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=4,x_2=0]$$ which of the following values is the nearest to the correct output?	200.0		-2.0		2.0		20.0		d	0	5*x_1 + x_2 + sin(1.57*x_2) - sin(x_2 - 3.14)
489	558	sim	Given the formula $$\cos{\left (x_{1} - 1.57 \right )} \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-10.0		-2.0		-1.0		-0.5		c	0	cos(x_1 - 1.57)*cos(x_2 + 1.57)
490	559	sim	Given the formula $$- \sin{\left (x_{1} - 3.14 \right )} + \cos{\left (3.14 x_{1} \right )} + 2 \cos^{2}{\left (x_{2} \right )} + 10$$ and the input value(s) $$[x_1=0,x_2=0]$$ which of the following values is the nearest to the correct output?	-130.0		13.0		-26.0		6.5		b	0	-sin(x_1 - 3.14) + cos(3.14*x_1) + 2*cos(x_2)**2 + 10
491	560	sim	Given the formula $$\left(x_{2} + 1\right)^{0.5} + \cos{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=0]$$ which of the following values is the nearest to the correct output?	0.1		1.0		0.5		-2.0		b	0	(x_2 + 1)**0.5 + cos(x_1 + 3.14)
492	561	sim	Given the formula $$\cos{\left (3.14 x_{2} \right )} + \cos{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=8]$$ which of the following values is the nearest to the correct output?	1.0		-10.0		10.0		0.5		a	0	cos(3.14*x_2) + cos(x_1 - 1.57)
493	562	sim	Given the formula $$\left(7 x_{1} + \cos{\left (1.57 x_{2} \right )} + 2\right)^{0.5}$$ and the input value(s) $$[x_1=0,x_2=4]$$ which of the following values is the nearest to the correct output?	0.17		3.46		-0.17		1.73		d	0	(7*x_1 + cos(1.57*x_2) + 2)**0.5
494	563	sim	Given the formula $$6 x_{2}^{8} \cos{\left (1.57 x_{1} \right )}$$ and the input value(s) $$[x_1=1,x_2=5]$$ which of the following values is the nearest to the correct output?	1866.39		18663.9		-186.64		186.64		a	0	6*x_2**8*cos(1.57*x_1)
495	564	sim	Given the formula $$\frac{\sin{\left (1.57 x_{1} \right )}}{\sin{\left (x_{2} + 3.14 \right )} + \cos{\left (x_{1} - 1.57 \right )}}$$ and the input value(s) $$[x_1=6.28,x_2=1.57]$$ which of the following values is the nearest to the correct output?	0.21		0.42		0.84		-0.21		b	0	sin(1.57*x_1)/(sin(x_2 + 3.14) + cos(x_1 - 1.57))
496	565	sim	Given the formula $$\left(x_{2} + 5\right)^{0.5} - \cos{\left (x_{1} + 3.14 \right )} + 5$$ and the input value(s) $$[x_1=0,x_2=9]$$ which of the following values is the nearest to the correct output?	-97.4		-19.48		9.74		-4.87		c	0	(x_2 + 5)**0.5 - cos(x_1 + 3.14) + 5
497	566	sim	Given the formula $$6 x_{1} \sin{\left (x_{2} + 3.14 \right )} + 4$$ and the input value(s) $$[x_1=2,x_2=3.14]$$ which of the following values is the nearest to the correct output?	-1.98		3.96		-0.4		-7.92		b	0	6*x_1*sin(x_2 + 3.14) + 4
498	567	sim	Given the formula $$\cos^{x_{1}}{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=0,x_2=3.14]$$ which of the following values is the nearest to the correct output?	0.5		1.0		2.0		0.1		b	0	cos(x_2 - 3.14)**x_1
499	568	sim	Given the formula $$\frac{\cos{\left (1.57 x_{2} \right )} + 7}{\sin{\left (1.57 x_{1} \right )}}$$ and the input value(s) $$[x_1=6,x_2=6]$$ which of the following values is the nearest to the correct output?	12557.7		1255.77		627.88		-12557.7		b	0	(cos(1.57*x_2) + 7)/sin(1.57*x_1)
500	571	sim	Given the formula $$8 x_{2}^{2} + 9 x_{2} + \cos{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=8]$$ which of the following values is the nearest to the correct output?	585.0		-5850.0		292.5		-58.5		a	0	8*x_2**2 + 9*x_2 + cos(x_1 + 3.14)
501	573	sim	Given the formula $$\left(- \sin{\left (x_{1} - 1.57 \right )}\right)^{0.5} + 8 \sin{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=1.57,x_2=5]$$ which of the following values is the nearest to the correct output?	0.03		0.12		0.01		0.06		d	0	(-sin(x_1 - 1.57))**0.5 + 8*sin(3.14*x_2)
502	574	sim	Given the formula $$4 \left(\frac{x_{1}}{x_{2}} \sin{\left (x_{1} - 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=3.14,x_2=6]$$ which of the following values is the nearest to the correct output?	28.9		-1.45		2.89		0.29		c	0	4*(x_1*sin(x_1 - 1.57)/x_2)**0.5
503	575	sim	Given the formula $$- x_{2} - \cos{\left (x_{1} - 1.57 \right )} + 2$$ and the input value(s) $$[x_1=6.28,x_2=6]$$ which of the following values is the nearest to the correct output?	0.4		40.0		-4.0		2.0		c	0	-x_2 - cos(x_1 - 1.57) + 2
504	576	sim	Given the formula $$2 x_{1} + 7 + \frac{4}{\cos{\left (x_{2} - 3.14 \right )}}$$ and the input value(s) $$[x_1=8,x_2=3.14]$$ which of the following values is the nearest to the correct output?	2.7		13.5		27.0		270.0		c	0	2*x_1 + 7 + 4/cos(x_2 - 3.14)
505	577	sim	Given the formula $$\left(- \frac{\sin{\left (1.57 x_{1} \right )}}{x_{1} + 5} \sin{\left (x_{2} - 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=9,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-0.14		0.27		0.14		2.7		b	0	(-sin(1.57*x_1)*sin(x_2 - 1.57)/(x_1 + 5))**0.5
506	578	sim	Given the formula $$- \sin{\left (x_{1} + 3.14 \right )} \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-10.0		-1.0		2.0		-2.0		b	0	-sin(x_1 + 3.14)*cos(x_2 + 1.57)
507	579	sim	Given the formula $$- \left(- x_{1} + x_{2} + 2\right)^{x_{1}} \cos{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=3,x_2=7]$$ which of the following values is the nearest to the correct output?	2160.0		-108.0		21.6		216.0		d	0	-(-x_1 + x_2 + 2)**x_1*cos(3.14*x_1)
508	581	sim	Given the formula $$- x_{1} + x_{2} + \cos{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=9,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-7.43		-14.86		3.71		-0.74		a	0	-x_1 + x_2 + cos(x_2 - 3.14)
509	582	sim	Given the formula $$\frac{1}{5 + \frac{1}{x_{2}} \cos{\left (3.14 x_{1} \right )}}$$ and the input value(s) $$[x_1=4,x_2=4]$$ which of the following values is the nearest to the correct output?	-0.38		1.9		0.19		-0.02		c	0	1/(5 + cos(3.14*x_1)/x_2)
510	583	sim	Given the formula $$x_{1} x_{2} + 3$$ and the input value(s) $$[x_1=2,x_2=6]$$ which of the following values is the nearest to the correct output?	30.0		-150.0		15.0		1.5		c	0	x_1*x_2 + 3
511	584	sim	Given the formula $$\sin{\left (x_{1} + 1.57 \right )} \sin{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=3.14]$$ which of the following values is the nearest to the correct output?	-0.1		-2.0		2.0		1.0		d	0	sin(x_1 + 1.57)*sin(x_2 + 1.57)
512	585	sim	Given the formula $$- \frac{7}{\left(- x_{2}^{0.5} + 9\right) \sin{\left (3.14 x_{1} \right )} \sin{\left (x_{1} - 1.57 \right )}}$$ and the input value(s) $$[x_1=6.28,x_2=0]$$ which of the following values is the nearest to the correct output?	0.51		1.02		0.1		10.2		b	0	-7/((-x_2**0.5 + 9)*sin(3.14*x_1)*sin(x_1 - 1.57))
513	586	sim	Given the formula $$\left(\frac{x_{2}}{x_{1}} \cos{\left (x_{1} - 3.14 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=1.57,x_2=5]$$ which of the following values is the nearest to the correct output?	0.1		0.05		-0.5		0.5		b	0	(x_2*cos(x_1 - 3.14)/x_1)**0.5
514	587	sim	Given the formula $$\frac{2 \cos^{0.5}{\left (x_{1} + 1.57 \right )}}{\sin{\left (x_{2} + 1.57 \right )}}$$ and the input value(s) $$[x_1=0,x_2=3.14]$$ which of the following values is the nearest to the correct output?	-0.01		-0.06		-0.12		-0.6		b	0	2*cos(x_1 + 1.57)**0.5/sin(x_2 + 1.57)
515	588	sim	Given the formula $$2 x_{1} - x_{2}^{x_{1}} + \sin{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=4,x_2=0]$$ which of the following values is the nearest to the correct output?	0.8		-80.0		8.0		-16.0		c	0	2*x_1 - x_2**x_1 + sin(x_2 + 3.14)
516	589	sim	Given the formula $$- \sin{\left (x_{1} + 1.57 \right )} + \sin{\left (x_{2} - 1.57 \right )} + 8$$ and the input value(s) $$[x_1=1.57,x_2=0]$$ which of the following values is the nearest to the correct output?	0.7		-3.5		7.0		3.5		c	0	-sin(x_1 + 1.57) + sin(x_2 - 1.57) + 8
517	590	sim	Given the formula $$8 x_{1} + 7.0 \cos{\left (1.57 x_{2} \right )} + 1$$ and the input value(s) $$[x_1=5,x_2=6]$$ which of the following values is the nearest to the correct output?	68.0		-17.0		34.0		340.0		c	0	8*x_1 + 7.0*cos(1.57*x_2) + 1
518	591	sim	Given the formula $$9 x_{2} - 9 x_{2}^{x_{1}}$$ and the input value(s) $$[x_1=8.0,x_2=0.8]$$ which of the following values is the nearest to the correct output?	5.69		56.9		11.38		-11.38		a	0	9*x_2 - 9*x_2**x_1
519	592	sim	Given the formula $$3 \left(\sin{\left (3.14 x_{1} \right )} - \cos{\left (x_{2} - 3.14 \right )}\right) \cos^{0.5}{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=9,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-0.2		0.2		-0.0		0.02		d	0	3*(sin(3.14*x_1) - cos(x_2 - 3.14))*cos(3.14*x_2)**0.5
520	593	sim	Given the formula $$- x_{1} x_{2} + 3 \left(8 x_{1} + 7\right)^{0.5} + 1$$ and the input value(s) $$[x_1=1,x_2=1]$$ which of the following values is the nearest to the correct output?	-1.16		11.62		-116.2		-5.81		b	0	-x_1*x_2 + 3*(8*x_1 + 7)**0.5 + 1
521	594	sim	Given the formula $$\cos{\left (x_{2} + 1.57 \right )} + \frac{x_{1}^{4} + 7}{8 x_{1} + 9}$$ and the input value(s) $$[x_1=4,x_2=6.28]$$ which of the following values is the nearest to the correct output?	12.84		3.21		0.64		6.42		d	0	cos(x_2 + 1.57) + (x_1**4 + 7)/(8*x_1 + 9)
522	595	sim	Given the formula $$x_{1} - x_{2} + \cos{\left (3.14 x_{2} \right )} + \cos{\left (x_{1} - 1.57 \right )} + 9$$ and the input value(s) $$[x_1=1.57,x_2=6]$$ which of the following values is the nearest to the correct output?	-0.66		65.7		6.57		13.14		c	0	x_1 - x_2 + cos(3.14*x_2) + cos(x_1 - 1.57) + 9
523	596	sim	Given the formula $$- \left(x_{1} + 8\right)^{0.5} + \frac{4 x_{1}^{2} - x_{1}}{x_{1} + 4 x_{2} + 6}$$ and the input value(s) $$[x_1=8,x_2=1]$$ which of the following values is the nearest to the correct output?	97.8		-19.56		-0.98		9.78		d	0	-(x_1 + 8)**0.5 + (4*x_1**2 - x_1)/(x_1 + 4*x_2 + 6)
524	597	sim	Given the formula $$\frac{2 \left(4 x_{2}^{2} - x_{2} + 6\right) \sin^{0.5}{\left (3.14 x_{1} \right )}}{\cos{\left (x_{1} + 3.14 \right )}}$$ and the input value(s) $$[x_1=6.28,x_2=9]$$ which of the following values is the nearest to the correct output?	-561.2		5612.0		1122.4		-280.6		a	0	2*(4*x_2**2 - x_2 + 6)*sin(3.14*x_1)**0.5/cos(x_1 + 3.14)
525	598	sim	Given the formula $$3 \left(- x_{2} + 2\right)^{5} \left(\frac{1}{x_{1} + 1.0}\right)^{0.5}$$ and the input value(s) $$[x_1=5,x_2=8]$$ which of the following values is the nearest to the correct output?	-952.4		19048.0		-19048.0		-9524.0		d	0	3*(-x_2 + 2)**5*(1/(x_1 + 1.0))**0.5
526	599	sim	Given the formula $$\sin{\left (x_{2} - 1.57 \right )} + \cos{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=1.57]$$ which of the following values is the nearest to the correct output?	10.0		1.0		-10.0		0.1		b	0	sin(x_2 - 1.57) + cos(x_1 + 3.14)
527	600	sim	Given the formula $$\left(x_{1}^{0.5} + 1\right) \left(x_{1} - x_{2}\right)^{6} + \sin{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=1,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-0.93		-9.3		9.3		0.47		a	0	(x_1**0.5 + 1)*(x_1 - x_2)**6 + sin(x_2 - 3.14)
528	601	sim	Given the formula $$- \sin^{0.5}{\left (x_{1} + 1.57 \right )} + 3 \cos{\left (x_{1} - 1.57 \right )} + \cos^{6}{\left (x_{2} - 1.57 \right )} + 8$$ and the input value(s) $$[x_1=0,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-80.0		8.0		4.0		-4.0		b	0	-sin(x_1 + 1.57)**0.5 + 3*cos(x_1 - 1.57) + cos(x_2 - 1.57)**6 + 8
529	602	sim	Given the formula $$5 x_{2}^{2} - \cos{\left (x_{1} - 3.14 \right )} + 7$$ and the input value(s) $$[x_1=1.57,x_2=7]$$ which of the following values is the nearest to the correct output?	2520.0		252.0		-504.0		126.0		b	0	5*x_2**2 - cos(x_1 - 3.14) + 7
530	603	sim	Given the formula $$\frac{x_{1}}{x_{2}} + 4$$ and the input value(s) $$[x_1=0,x_2=0]$$ which of the following values is the nearest to the correct output?	-0.4		-40.0		0.4		4.0		d	0	x_1/x_2 + 4
531	604	sim	Given the formula $$x_{2}^{2} \cos{\left (x_{1} + 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=8]$$ which of the following values is the nearest to the correct output?	0.05		-0.5		0.5		0.01		a	0	x_2**2*cos(x_1 + 1.57)
532	605	sim	Given the formula $$\frac{\sin{\left (x_{1} + 3.14 \right )}}{\sin{\left (x_{2} + 3.14 \right )}}$$ and the input value(s) $$[x_1=6.28,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-0.5		-10.0		0.1		1.0		d	0	sin(x_1 + 3.14)/sin(x_2 + 3.14)
533	606	sim	Given the formula $$- x_{2}^{4} \left(- x_{1} + 1\right) \sin{\left (x_{2} - 1.57 \right )}$$ and the input value(s) $$[x_1=2,x_2=3.14]$$ which of the following values is the nearest to the correct output?	-48.6		97.21		-972.1		-194.42		b	0	-x_2**4*(-x_1 + 1)*sin(x_2 - 1.57)
534	607	sim	Given the formula $$x_{1} + x_{2} - \cos{\left (x_{1} - 3.14 \right )} + \cos{\left (x_{1} + 3.14 \right )} + 7$$ and the input value(s) $$[x_1=6.28,x_2=5]$$ which of the following values is the nearest to the correct output?	-9.14		18.28		-182.8		9.14		b	0	x_1 + x_2 - cos(x_1 - 3.14) + cos(x_1 + 3.14) + 7
535	608	sim	Given the formula $$\frac{\sin{\left (x_{1} + 3.14 \right )}}{\sin{\left (3.14 x_{2} \right )}}$$ and the input value(s) $$[x_1=3.14,x_2=5]$$ which of the following values is the nearest to the correct output?	-0.8		-0.4		0.8		0.2		b	0	sin(x_1 + 3.14)/sin(3.14*x_2)
536	609	sim	Given the formula $$\left(1 + \frac{2}{x_{1}} \cos{\left (x_{2} - 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=9,x_2=6.28]$$ which of the following values is the nearest to the correct output?	1.0		-10.0		-0.5		-2.0		a	0	(1 + 2*cos(x_2 - 1.57)/x_1)**0.5
537	610	sim	Given the formula $$\left(x_{1} x_{2} - x_{1} + \sin{\left (x_{2} + 3.14 \right )} + 2\right)^{0.5}$$ and the input value(s) $$[x_1=8,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-66.5		3.33		6.65		-3.33		c	0	(x_1*x_2 - x_1 + sin(x_2 + 3.14) + 2)**0.5
538	611	sim	Given the formula $$\left(- \sin{\left (x_{2} - 3.14 \right )}\right)^{x_{1}}$$ and the input value(s) $$[x_1=1,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-10.0		1.0		10.0		-0.1		b	0	(-sin(x_2 - 3.14))**x_1
539	612	sim	Given the formula $$\left(\sin{\left (x_{2} + 3.14 \right )} + 1\right)^{0.5} - \sin{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=3.14]$$ which of the following values is the nearest to the correct output?	0.1		2.0		-0.1		1.0		d	0	(sin(x_2 + 3.14) + 1)**0.5 - sin(x_1 - 1.57)
540	613	sim	Given the formula $$4^{8 x_{1} + 7} \cos{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=0,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-39.14		391.4		-78.28		-19.57		a	0	4**(8*x_1 + 7)*cos(x_2 + 3.14)
541	614	sim	Given the formula $$5 \left(\frac{1}{x_{2} + 6}\right)^{0.5} - \cos{\left (1.57 x_{1} \right )} + \frac{1}{x_{2}} \left(x_{2} + 4\right)$$ and the input value(s) $$[x_1=7,x_2=6]$$ which of the following values is the nearest to the correct output?	3.12		-6.24		-31.2		6.24		a	0	5*(1/(x_2 + 6))**0.5 - cos(1.57*x_1) + (x_2 + 4)/x_2
542	615	sim	Given the formula $$- \left(- x_{2} + 5\right)^{0.5} \sin{\left (x_{1} - 1.57 \right )} + \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=1.57]$$ which of the following values is the nearest to the correct output?	0.09		0.85		8.5		-1.7		b	0	-(-x_2 + 5)**0.5*sin(x_1 - 1.57) + cos(x_2 + 1.57)
543	616	sim	Given the formula $$\sin^{5}{\left (x_{1} - 3.14 \right )} \sin{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=1.57]$$ which of the following values is the nearest to the correct output?	1.0		-0.5		0.1		-2.0		a	0	sin(x_1 - 3.14)**5*sin(x_2 - 3.14)
544	617	sim	Given the formula $$\frac{3 x_{2} + 0.5 x_{2}^{x_{2}}}{5 - \frac{1}{x_{1}}}$$ and the input value(s) $$[x_1=0.3,x_2=3.0]$$ which of the following values is the nearest to the correct output?	13.5		135.0		-1.35		-6.75		a	0	(3*x_2 + 0.5*x_2**x_2)/(5 - 1/x_1)
545	618	sim	Given the formula $$\frac{\sin{\left (x_{2} + 3.14 \right )}}{\cos{\left (x_{1} - 3.14 \right )}}$$ and the input value(s) $$[x_1=1.57,x_2=3.14]$$ which of the following values is the nearest to the correct output?	-2.0		0.4		40.0		-4.0		d	0	sin(x_2 + 3.14)/cos(x_1 - 3.14)
546	619	sim	Given the formula $$5 x_{2} - \sin{\left (x_{1} + 1.57 \right )} \cos{\left (3.14 x_{1} \right )} + 9$$ and the input value(s) $$[x_1=1.57,x_2=5]$$ which of the following values is the nearest to the correct output?	34.0		340.0		-68.0		-340.0		a	0	5*x_2 - sin(x_1 + 1.57)*cos(3.14*x_1) + 9
547	620	sim	Given the formula $$- \sin{\left (x_{2} - 1.57 \right )} + \cos{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=8,x_2=0]$$ which of the following values is the nearest to the correct output?	0.2		2.0		-4.0		1.0		b	0	-sin(x_2 - 1.57) + cos(3.14*x_1)
548	622	sim	Given the formula $$x_{2}^{10} - \cos{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=1,x_2=1]$$ which of the following values is the nearest to the correct output?	4.0		-4.0		-20.0		2.0		d	0	x_2**10 - cos(3.14*x_1)
549	623	sim	Given the formula $$\frac{9 x_{1} x_{2}}{\left(- x_{1} + x_{2}\right) \sin{\left (\sin{\left (x_{1} + 9 \right )} \right )}}$$ and the input value(s) $$[x_1=1.57,x_2=4]$$ which of the following values is the nearest to the correct output?	2.94		58.88		-29.44		-294.4		c	0	9*x_1*x_2/((-x_1 + x_2)*sin(sin(x_1 + 9)))
550	625	sim	Given the formula $$x_{1}^{4} - x_{2}^{0.5} + \sin{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=7]$$ which of the following values is the nearest to the correct output?	0.24		2.43		-1.22		4.86		b	0	x_1**4 - x_2**0.5 + sin(x_1 + 3.14)
551	626	sim	Given the formula $$9 x_{1} x_{2} + 4$$ and the input value(s) $$[x_1=0.8,x_2=0.4]$$ which of the following values is the nearest to the correct output?	-13.76		-68.8		68.8		6.88		d	0	9*x_1*x_2 + 4
552	627	sim	Given the formula $$4 x_{1}^{0.5} + 7 \cos{\left (x_{2} - 3.14 \right )} + 9$$ and the input value(s) $$[x_1=3,x_2=1.57]$$ which of the following values is the nearest to the correct output?	1.59		15.93		-31.86		159.3		b	0	4*x_1**0.5 + 7*cos(x_2 - 3.14) + 9
553	628	sim	Given the formula $$x_{1} + 2 x_{2} + 5$$ and the input value(s) $$[x_1=8,x_2=1]$$ which of the following values is the nearest to the correct output?	15.0		150.0		-1.5		-7.5		a	0	x_1 + 2*x_2 + 5
554	629	sim	Given the formula $$x_{2} + \cos{\left (x_{1} + 1.57 \right )} + 7$$ and the input value(s) $$[x_1=6.28,x_2=7]$$ which of the following values is the nearest to the correct output?	-1.4		14.0		-28.0		140.0		b	0	x_2 + cos(x_1 + 1.57) + 7
555	630	sim	Given the formula $$\sin^{4}{\left (1.57 x_{2} \right )} + \sin{\left (x_{1} + 1.57 \right )} + 9$$ and the input value(s) $$[x_1=0,x_2=7]$$ which of the following values is the nearest to the correct output?	11.0		-5.5		-22.0		1.1		a	0	sin(1.57*x_2)**4 + sin(x_1 + 1.57) + 9
556	631	sim	Given the formula $$x_{1} - \cos{\left (x_{2} - 1.57 \right )} + 2 + \frac{2}{\sin{\left (3.14 x_{1} \right )}}$$ and the input value(s) $$[x_1=1,x_2=6.28]$$ which of the following values is the nearest to the correct output?	2517.54		-2517.54		12587.7		1258.77		d	0	x_1 - cos(x_2 - 1.57) + 2 + 2/sin(3.14*x_1)
557	632	sim	Given the formula $$\left(x_{1} + x_{1}^{x_{2}} + \sin{\left (3.14 x_{1} \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=3,x_2=9]$$ which of the following values is the nearest to the correct output?	-70.16		-1403.1		140.31		14.03		c	0	(x_1 + x_1**x_2 + sin(3.14*x_1))**0.5
558	633	sim	Given the formula $$\sin{\left (x_{2} - 3.14 \right )} + \cos{\left (x_{1} - 3.14 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=6.28]$$ which of the following values is the nearest to the correct output?	0.1		-0.1		1.0		-2.0		c	0	sin(x_2 - 3.14) + cos(x_1 - 3.14)
559	634	sim	Given the formula $$x_{1} + x_{2}$$ and the input value(s) $$[x_1=0.8,x_2=0.7]$$ which of the following values is the nearest to the correct output?	0.15		-3.0		1.5		-15.0		c	0	x_1 + x_2
560	635	sim	Given the formula $$\sin{\left (1.57 x_{1} \right )} - \frac{8 \cos{\left (x_{1} + 3.14 \right )}}{\sin{\left (x_{2} - 1.57 \right )}}$$ and the input value(s) $$[x_1=1.57,x_2=0]$$ which of the following values is the nearest to the correct output?	0.61		0.3		6.1		-1.22		a	0	sin(1.57*x_1) - 8*cos(x_1 + 3.14)/sin(x_2 - 1.57)
561	636	sim	Given the formula $$\sin{\left (3.14 x_{1} \right )} + \sin{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=2,x_2=1.57]$$ which of the following values is the nearest to the correct output?	2.0		0.1		-1.0		-0.5		c	0	sin(3.14*x_1) + sin(x_2 + 3.14)
562	637	sim	Given the formula $$x_{2} + 7 x_{2}^{x_{1}}$$ and the input value(s) $$[x_1=8.0,x_2=0.4]$$ which of the following values is the nearest to the correct output?	0.4		-0.8		-0.2		0.8		a	0	x_2 + 7*x_2**x_1
563	638	sim	Given the formula $$x_{1} + 7 \cos{\left (1.57 x_{2} \right )}$$ and the input value(s) $$[x_1=3,x_2=4]$$ which of the following values is the nearest to the correct output?	10.0		-100.0		-5.0		1.0		a	0	x_1 + 7*cos(1.57*x_2)
564	639	sim	Given the formula $$x_{2}^{4} - \sin{\left (x_{2} - 1.57 \right )} \cos{\left (x_{1} + 1.57 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=3.14]$$ which of the following values is the nearest to the correct output?	-9.72		97.21		-194.42		9.72		b	0	x_2**4 - sin(x_2 - 1.57)*cos(x_1 + 1.57)
565	640	sim	Given the formula $$8^{x_{1}} + 4 \sin{\left (1.57 x_{2} \right )} + 5$$ and the input value(s) $$[x_1=4,x_2=1]$$ which of the following values is the nearest to the correct output?	-8210.0		-41050.0		41050.0		4105.0		d	0	8**x_1 + 4*sin(1.57*x_2) + 5
566	641	sim	Given the formula $$- \frac{\left(- x_{1} + 8\right)^{0.5}}{\sin{\left (x_{2} - 1.57 \right )}}$$ and the input value(s) $$[x_1=2,x_2=0]$$ which of the following values is the nearest to the correct output?	-4.9		2.45		-24.5		-0.25		b	0	-(-x_1 + 8)**0.5/sin(x_2 - 1.57)
567	642	sim	Given the formula $$\frac{\cos{\left (3.14 x_{1} \right )}}{\cos{\left (x_{2} + 1.57 \right )}}$$ and the input value(s) $$[x_1=7,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-251.14		-125.57		2511.4		502.28		a	0	cos(3.14*x_1)/cos(x_2 + 1.57)
568	643	sim	Given the formula $$\left(x_{1} + 9\right)^{0.5} \cos{\left (3.14 x_{1} \right )} + \cos{\left (x_{2} - 1.57 \right )}$$ and the input value(s) $$[x_1=5,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-3.74		-1.87		37.4		-0.37		a	0	(x_1 + 9)**0.5*cos(3.14*x_1) + cos(x_2 - 1.57)
569	644	sim	Given the formula $$\frac{\cos{\left (x_{2} - 3.14 \right )}}{\sin{\left (1.57 x_{2} \right )}} \left(\sin{\left (1.57 x_{1} \right )} + 1\right)$$ and the input value(s) $$[x_1=9,x_2=6.28]$$ which of the following values is the nearest to the correct output?	47.5		4.75		9.5		-2.38		b	0	(sin(1.57*x_1) + 1)*cos(x_2 - 3.14)/sin(1.57*x_2)
570	645	sim	Given the formula $$\left(x_{1} - x_{2} + 8\right)^{2}$$ and the input value(s) $$[x_1=9,x_2=3]$$ which of the following values is the nearest to the correct output?	196.0		-392.0		-1960.0		-98.0		a	0	(x_1 - x_2 + 8)**2
571	646	sim	Given the formula $$- \frac{5 x_{2}^{4} \cos{\left (x_{1} + 3.14 \right )}}{\sin{\left (x_{1} - 3.14 \right )}}$$ and the input value(s) $$[x_1=0,x_2=1]$$ which of the following values is the nearest to the correct output?	6278.82		-1569.7		-3139.41		31394.1		c	0	-5*x_2**4*cos(x_1 + 3.14)/sin(x_1 - 3.14)
572	647	sim	Given the formula $$\left(\cos{\left (x_{1} + 1.57 \right )} + \frac{0.5}{x_{2} + 2}\right)^{0.5}$$ and the input value(s) $$[x_1=0,x_2=1]$$ which of the following values is the nearest to the correct output?	0.04		0.41		-0.2		-4.1		b	0	(cos(x_1 + 1.57) + 0.5/(x_2 + 2))**0.5
573	648	sim	Given the formula $$0^{5 x_{2} + 5} + \frac{7}{\sin{\left (1.57 x_{1} \right )}}$$ and the input value(s) $$[x_1=6,x_2=9]$$ which of the following values is the nearest to the correct output?	-146.51		1465.07		14650.7		-732.53		b	0	0**(5*x_2 + 5) + 7/sin(1.57*x_1)
574	650	sim	Given the formula $$\cos^{x_{1}}{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=4,x_2=1]$$ which of the following values is the nearest to the correct output?	-0.5		1.0		2.0		10.0		b	0	cos(3.14*x_2)**x_1
575	651	sim	Given the formula $$- \sin{\left (3.14 x_{2} \right )} - \cos{\left (1.57 x_{1} \right )}$$ and the input value(s) $$[x_1=6,x_2=9]$$ which of the following values is the nearest to the correct output?	-0.49		0.49		0.99		-0.1		c	0	-sin(3.14*x_2) - cos(1.57*x_1)
576	652	sim	Given the formula $$\frac{8 x_{1}^{0.5}}{x_{2} + 7} + \sin{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=5,x_2=2]$$ which of the following values is the nearest to the correct output?	1.0		2.0		-20.0		-0.2		b	0	8*x_1**0.5/(x_2 + 7) + sin(3.14*x_1)
577	653	sim	Given the formula $$7 \sin{\left (x_{1} + 1.57 \right )} \cos{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-3.5		-7.0		3.5		14.0		b	0	7*sin(x_1 + 1.57)*cos(x_2 + 3.14)
578	655	sim	Given the formula $$- \cos{\left (x_{2} + 1.57 \right )} + \frac{2}{\cos{\left (1.57 x_{1} \right )}}$$ and the input value(s) $$[x_1=3,x_2=0]$$ which of the following values is the nearest to the correct output?	1674.36		-8371.8		-418.59		-837.18		d	0	-cos(x_2 + 1.57) + 2/cos(1.57*x_1)
579	656	sim	Given the formula $$- x_{1} + 5 x_{2} + 3$$ and the input value(s) $$[x_1=0.4,x_2=0.2]$$ which of the following values is the nearest to the correct output?	3.6		7.2		1.8		-1.8		a	0	-x_1 + 5*x_2 + 3
580	657	sim	Given the formula $$\frac{\cos^{0.5}{\left (3.14 x_{2} \right )}}{\cos{\left (3.14 x_{1} \right )}}$$ and the input value(s) $$[x_1=9,x_2=4]$$ which of the following values is the nearest to the correct output?	-1.0		0.1		-2.0		-10.0		a	0	cos(3.14*x_2)**0.5/cos(3.14*x_1)
581	658	sim	Given the formula $$\left(x_{2} \sin{\left (x_{1} + 1.57 \right )} + \sin{\left (x_{2} - 3.14 \right )} + 7\right)^{0.5}$$ and the input value(s) $$[x_1=1.57,x_2=3.14]$$ which of the following values is the nearest to the correct output?	2.65		-26.5		-0.27		-1.32		a	0	(x_2*sin(x_1 + 1.57) + sin(x_2 - 3.14) + 7)**0.5
582	659	sim	Given the formula $$- x_{1}^{3} + x_{2} - \left(x_{1} + 3\right)^{0.5} + \sin{\left (3.14 x_{2} \right )} + 9$$ and the input value(s) $$[x_1=3,x_2=7]$$ which of the following values is the nearest to the correct output?	-13.44		-26.88		-134.4		134.4		a	0	-x_1**3 + x_2 - (x_1 + 3)**0.5 + sin(3.14*x_2) + 9
583	660	sim	Given the formula $$8 x_{1} + \cos{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=5,x_2=0]$$ which of the following values is the nearest to the correct output?	19.5		-390.0		-19.5		39.0		d	0	8*x_1 + cos(x_2 + 3.14)
584	661	sim	Given the formula $$\cos^{x_{2}}{\left (1.57 x_{1} \right )}$$ and the input value(s) $$[x_1=8,x_2=7]$$ which of the following values is the nearest to the correct output?	-10.0		-0.5		1.0		2.0		c	0	cos(1.57*x_1)**x_2
585	662	sim	Given the formula $$\frac{9}{\sin{\left (x_{1} + x_{2} \right )} + 1}$$ and the input value(s) $$[x_1=3.14,x_2=7]$$ which of the following values is the nearest to the correct output?	52.3		-52.3		2.62		26.15		d	0	9/(sin(x_1 + x_2) + 1)
586	663	sim	Given the formula $$\frac{\left(x_{1} + 3\right)^{8} \cos{\left (x_{1} - 3.14 \right )}}{\cos{\left (3.14 x_{2} \right )}}$$ and the input value(s) $$[x_1=0,x_2=5]$$ which of the following values is the nearest to the correct output?	-656.12		6561.2		-3280.6		656.12		b	0	(x_1 + 3)**8*cos(x_1 - 3.14)/cos(3.14*x_2)
587	665	sim	Given the formula $$- x_{1} + 3 x_{2} + \cos{\left (x_{1} + 1.57 \right )} + 9$$ and the input value(s) $$[x_1=1.57,x_2=4]$$ which of the following values is the nearest to the correct output?	-1.84		184.3		9.21		18.43		d	0	-x_1 + 3*x_2 + cos(x_1 + 1.57) + 9
588	666	sim	Given the formula $$- x_{2} - x_{2}^{x_{1}} + 8$$ and the input value(s) $$[x_1=2,x_2=5]$$ which of the following values is the nearest to the correct output?	-2.2		-22.0		-44.0		2.2		b	0	-x_2 - x_2**x_1 + 8
589	668	sim	Given the formula $$9 x_{1} + x_{2} + 0.453$$ and the input value(s) $$[x_1=0.5,x_2=0.1]$$ which of the following values is the nearest to the correct output?	10.1		0.51		-50.5		5.05		d	0	9*x_1 + x_2 + 0.453
590	669	sim	Given the formula $$3 x_{2} + \sin{\left (3.14 x_{1} \right )} + 5$$ and the input value(s) $$[x_1=0,x_2=4]$$ which of the following values is the nearest to the correct output?	-34.0		170.0		1.7		17.0		d	0	3*x_2 + sin(3.14*x_1) + 5
591	670	sim	Given the formula $$\left(3 x_{1} + 2 x_{2} - \sin{\left (1.57 x_{2} \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=2]$$ which of the following values is the nearest to the correct output?	1.58		3.16		-0.32		-1.58		b	0	(3*x_1 + 2*x_2 - sin(1.57*x_2))**0.5
592	671	sim	Given the formula $$\left(\frac{x_{1}^{3} + 7}{\sin{\left (3.14 x_{2} \right )}}\right)^{0.5}$$ and the input value(s) $$[x_1=5,x_2=1]$$ which of the following values is the nearest to the correct output?	2878.7		-28.79		287.87		28.79		c	0	((x_1**3 + 7)/sin(3.14*x_2))**0.5
593	672	sim	Given the formula $$- x_{1} - \cos{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=9,x_2=3]$$ which of the following values is the nearest to the correct output?	0.8		-4.0		4.0		-8.0		d	0	-x_1 - cos(3.14*x_2)
594	673	sim	Given the formula $$- \cos{\left (1.57 x_{1} \right )} \cos{\left (3.14 x_{2} \right )} + 6$$ and the input value(s) $$[x_1=8,x_2=5]$$ which of the following values is the nearest to the correct output?	70.0		7.0		3.5		-14.0		b	0	-cos(1.57*x_1)*cos(3.14*x_2) + 6
595	674	sim	Given the formula $$- \left(4^{x_{1}}\right)^{0.5} \sin{\left (x_{2} - 3.14 \right )} \cos{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=8,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-27.61		-552.2		-110.44		55.22		d	0	-(4**x_1)**0.5*sin(x_2 - 3.14)*cos(3.14*x_2)
596	675	sim	Given the formula $$\frac{9}{x_{1}} \cos^{0.5}{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=6,x_2=3.14]$$ which of the following values is the nearest to the correct output?	1.5		3.0		-0.15		0.15		a	0	9*cos(x_2 + 3.14)**0.5/x_1
597	676	sim	Given the formula $$\cos{\left (3.14 x_{1} \right )} \cos{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=7,x_2=2]$$ which of the following values is the nearest to the correct output?	-2.0		-10.0		0.1		-1.0		d	0	cos(3.14*x_1)*cos(3.14*x_2)
598	677	sim	Given the formula $$- \sin{\left (1.57 x_{1} \right )} \sin{\left (x_{2} - 1.57 \right )}$$ and the input value(s) $$[x_1=1,x_2=3.14]$$ which of the following values is the nearest to the correct output?	-0.5		10.0		-2.0		-1.0		d	0	-sin(1.57*x_1)*sin(x_2 - 1.57)
599	678	sim	Given the formula $$- \left(- x_{1} x_{2} + x_{1} + x_{2}\right)^{0.5} + \cos{\left (x_{2} + 1.57 \right )} - \frac{1}{x_{2} + 8}$$ and the input value(s) $$[x_1=8,x_2=0]$$ which of the following values is the nearest to the correct output?	-0.3		1.48		-5.9		-2.95		d	0	-(-x_1*x_2 + x_1 + x_2)**0.5 + cos(x_2 + 1.57) - 1/(x_2 + 8)
600	680	sim	Given the formula $$\sin{\left (x_{1} + 1.57 \right )} \cos{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=6.28,x_2=6.28]$$ which of the following values is the nearest to the correct output?	0.5		-1.0		-0.1		10.0		b	0	sin(x_1 + 1.57)*cos(x_2 - 3.14)
601	681	sim	Given the formula $$3 x_{2} \sin{\left (x_{2} + 1.57 \right )} + \cos{\left (1.57 x_{1} \right )} + 9$$ and the input value(s) $$[x_1=6,x_2=0]$$ which of the following values is the nearest to the correct output?	-16.0		8.0		16.0		4.0		b	0	3*x_2*sin(x_2 + 1.57) + cos(1.57*x_1) + 9
602	682	sim	Given the formula $$\left(9 x_{1} + x_{2}\right)^{0.5}$$ and the input value(s) $$[x_1=5,x_2=5]$$ which of the following values is the nearest to the correct output?	-0.71		7.07		-3.54		-70.7		b	0	(9*x_1 + x_2)**0.5
603	683	sim	Given the formula $$x_{2} - \sin{\left (3.14 x_{1} \right )} + 1.0$$ and the input value(s) $$[x_1=5,x_2=8]$$ which of the following values is the nearest to the correct output?	-17.98		8.99		-89.9		0.9		b	0	x_2 - sin(3.14*x_1) + 1.0
604	684	sim	Given the formula $$5 x_{1}^{7} x_{2}^{7}$$ and the input value(s) $$[x_1=0.8,x_2=0.9]$$ which of the following values is the nearest to the correct output?	1.0		-5.0		-1.0		0.5		d	0	5*x_1**7*x_2**7
605	685	sim	Given the formula $$x_{1} - \cos{\left (3.14 x_{1} \right )} + 4 + \frac{6}{x_{1} + x_{2}}$$ and the input value(s) $$[x_1=1,x_2=0]$$ which of the following values is the nearest to the correct output?	-24.0		12.0		-1.2		24.0		b	0	x_1 - cos(3.14*x_1) + 4 + 6/(x_1 + x_2)
606	686	sim	Given the formula $$\cos{\left (x_{1} - 3.14 \right )} \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=1.57]$$ which of the following values is the nearest to the correct output?	0.1		1.0		10.0		-0.5		b	0	cos(x_1 - 3.14)*cos(x_2 + 1.57)
607	687	sim	Given the formula $$- \sin{\left (1.57 x_{2} \right )} + \frac{6}{x_{1}^{8} \cos{\left (3.14 x_{1} \right )}}$$ and the input value(s) $$[x_1=4,x_2=8]$$ which of the following values is the nearest to the correct output?	0.01		0.02		0.0		-0.02		a	0	-sin(1.57*x_2) + 6/(x_1**8*cos(3.14*x_1))
608	688	sim	Given the formula $$\frac{2^{- x_{2}^{0.5} + 3}}{\cos{\left (x_{1} - 1.57 \right )} + 7}$$ and the input value(s) $$[x_1=3.14,x_2=4]$$ which of the following values is the nearest to the correct output?	-0.03		0.03		-2.9		0.29		d	0	2**(-x_2**0.5 + 3)/(cos(x_1 - 1.57) + 7)
609	689	sim	Given the formula $$8 \sin{\left (3.14 x_{1} \right )} \sin^{0.5}{\left (3.14 x_{2} \right )} - \sin{\left (x_{2} - 3.14 \right )} + 9$$ and the input value(s) $$[x_1=3,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-18.06		90.3		9.03		18.06		c	0	8*sin(3.14*x_1)*sin(3.14*x_2)**0.5 - sin(x_2 - 3.14) + 9
610	690	sim	Given the formula $$\cos{\left (x_{1} + 3.14 \right )} + \cos{\left (x_{2} - 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=6.28]$$ which of the following values is the nearest to the correct output?	0.1		-2.0		2.0		-1.0		d	0	cos(x_1 + 3.14) + cos(x_2 - 1.57)
611	691	sim	Given the formula $$- x_{1} + \cos{\left (x_{1} - 3.14 \right )} \cos{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=0]$$ which of the following values is the nearest to the correct output?	0.16		-3.14		-1.57		-0.16		c	0	-x_1 + cos(x_1 - 3.14)*cos(x_2 + 1.57)
612	692	sim	Given the formula $$x_{2}^{0.5} \sin{\left (x_{1} - 1.57 \right )} + \cos{\left (x_{1} - 3.14 \right )} + \cos{\left (x_{1} + 3.14 \right )}$$ and the input value(s) $$[x_1=0,x_2=9]$$ which of the following values is the nearest to the correct output?	2.5		10.0		-5.0		0.5		c	0	x_2**0.5*sin(x_1 - 1.57) + cos(x_1 - 3.14) + cos(x_1 + 3.14)
613	693	sim	Given the formula $$\cos^{0.5}{\left (1.57 x_{1} \right )} + \cos^{x_{2}}{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=1]$$ which of the following values is the nearest to the correct output?	1.0		-10.0		10.0		-0.5		a	0	cos(1.57*x_1)**0.5 + cos(x_1 - 1.57)**x_2
614	694	sim	Given the formula $$- x_{1} - x_{2} + \sin{\left (x_{1} - 1.57 \right )} + 4$$ and the input value(s) $$[x_1=3.14,x_2=6]$$ which of the following values is the nearest to the correct output?	-4.14		-0.41		2.07		41.4		a	0	-x_1 - x_2 + sin(x_1 - 1.57) + 4
615	695	sim	Given the formula $$- \sin{\left (x_{1} - 1.57 \right )} - 6 \sin{\left (x_{2} - 3.14 \right )} + 8$$ and the input value(s) $$[x_1=1.57,x_2=3.14]$$ which of the following values is the nearest to the correct output?	8.0		-0.8		80.0		0.8		a	0	-sin(x_1 - 1.57) - 6*sin(x_2 - 3.14) + 8
616	696	sim	Given the formula $$\frac{6 \cos{\left (x_{2} - 1.57 \right )}}{\sin{\left (3.14 x_{1} \right )}}$$ and the input value(s) $$[x_1=8,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-2.26		1.13		-11.3		-0.56		b	0	6*cos(x_2 - 1.57)/sin(3.14*x_1)
617	697	sim	Given the formula $$- x_{1} + 2 x_{2} + 3$$ and the input value(s) $$[x_1=0.5,x_2=0.4]$$ which of the following values is the nearest to the correct output?	-0.33		6.6		3.3		-33.0		c	0	-x_1 + 2*x_2 + 3
618	698	sim	Given the formula $$\frac{x_{1} x_{2} + 5}{\cos{\left (x_{2} + 1.57 \right )}}$$ and the input value(s) $$[x_1=3,x_2=6.28]$$ which of the following values is the nearest to the correct output?	11975.02		2993.76		598.75		5987.51		d	0	(x_1*x_2 + 5)/cos(x_2 + 1.57)
619	699	sim	Given the formula $$- \sin{\left (x_{2} - 1.57 \right )} \sin^{x_{1}}{\left (x_{2} - 1.57 \right )}$$ and the input value(s) $$[x_1=5,x_2=0]$$ which of the following values is the nearest to the correct output?	-1.0		-10.0		10.0		0.1		a	0	-sin(x_2 - 1.57)*sin(x_2 - 1.57)**x_1
620	700	sim	Given the formula $$\left(3^{\cos{\left (3.14 x_{2} \right )}} + x_{1} - x_{2}\right)^{0.5}$$ and the input value(s) $$[x_1=8,x_2=8]$$ which of the following values is the nearest to the correct output?	3.46		-0.86		1.73		0.86		c	0	(3**cos(3.14*x_2) + x_1 - x_2)**0.5
621	701	sim	Given the formula $$\left(- \sin{\left (1.57 x_{2} \right )}\right)^{x_{1}}$$ and the input value(s) $$[x_1=1,x_2=3]$$ which of the following values is the nearest to the correct output?	1.0		0.5		-0.5		-2.0		a	0	(-sin(1.57*x_2))**x_1
622	703	sim	Given the formula $$3 \left(x_{1} + 7\right)^{0.5} - \sin{\left (3.14 x_{1} \right )} + \sin{\left (3.14 x_{2} \right )} + \cos{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=5,x_2=1.57]$$ which of the following values is the nearest to the correct output?	9.41		0.94		-94.1		94.1		a	0	3*(x_1 + 7)**0.5 - sin(3.14*x_1) + sin(3.14*x_2) + cos(x_2 - 3.14)
623	704	sim	Given the formula $$- \frac{\sin{\left (x_{1} + 1.57 \right )}}{\sin{\left (1.57 x_{2} \right )}}$$ and the input value(s) $$[x_1=0,x_2=6]$$ which of the following values is the nearest to the correct output?	2093.0		-209.3		-418.6		-104.65		b	0	-sin(x_1 + 1.57)/sin(1.57*x_2)
624	705	sim	Given the formula $$- 6 \sin{\left (x_{1} + 3.14 \right )} \sin{\left (x_{2} - 1.57 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=3.14]$$ which of the following values is the nearest to the correct output?	6.0		60.0		3.0		12.0		a	0	-6*sin(x_1 + 3.14)*sin(x_2 - 1.57)
625	706	sim	Given the formula $$\cos^{x_{1}}{\left (1.57 x_{2} \right )}$$ and the input value(s) $$[x_1=2,x_2=2]$$ which of the following values is the nearest to the correct output?	1.0		-0.5		-10.0		-0.1		a	0	cos(1.57*x_2)**x_1
626	707	sim	Given the formula $$\frac{4 + \frac{7}{x_{1} x_{2}}}{\cos{\left (3.14 x_{1} \right )}}$$ and the input value(s) $$[x_1=3,x_2=4]$$ which of the following values is the nearest to the correct output?	-4.58		-0.46		-2.29		-45.8		a	0	(4 + 7/(x_1*x_2))/cos(3.14*x_1)
627	708	sim	Given the formula $$\left(x_{1}^{0.5} + 6 x_{2} + 2\right)^{0.5}$$ and the input value(s) $$[x_1=0.5,x_2=0.0]$$ which of the following values is the nearest to the correct output?	-3.3		1.65		0.17		3.3		b	0	(x_1**0.5 + 6*x_2 + 2)**0.5
628	709	sim	Given the formula $$\left(- \sin{\left (1.57 x_{2} \right )} + \frac{1}{x_{1} x_{2}}\right)^{0.5}$$ and the input value(s) $$[x_1=7,x_2=6]$$ which of the following values is the nearest to the correct output?	0.01		-0.07		-0.28		0.14		d	0	(-sin(1.57*x_2) + 1/(x_1*x_2))**0.5
629	710	sim	Given the formula $$x_{1} - \sin^{7}{\left (3.14 x_{1} \right )} + \sin{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=6,x_2=1.57]$$ which of the following values is the nearest to the correct output?	5.0		-0.5		-10.0		50.0		a	0	x_1 - sin(3.14*x_1)**7 + sin(x_2 - 3.14)
630	711	sim	Given the formula $$\cos^{0.5}{\left (x_{1} - 1.57 \right )} + 2 + \frac{6}{x_{2}}$$ and the input value(s) $$[x_1=1.57,x_2=2]$$ which of the following values is the nearest to the correct output?	6.0		0.6		-3.0		-60.0		a	0	cos(x_1 - 1.57)**0.5 + 2 + 6/x_2
631	712	sim	Given the formula $$x_{1}^{6} + x_{1} - x_{2} + \sin{\left (3.14 x_{1} \right )} + \cos{\left (x_{2} - 3.14 \right )} + 8$$ and the input value(s) $$[x_1=1,x_2=0]$$ which of the following values is the nearest to the correct output?	-0.9		0.9		9.0		18.0		c	0	x_1**6 + x_1 - x_2 + sin(3.14*x_1) + cos(x_2 - 3.14) + 8
632	713	sim	Given the formula $$\left(- x_{1}^{0.5} + x_{2} + 6 \sin{\left (x_{1} + 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=0,x_2=9]$$ which of the following values is the nearest to the correct output?	38.7		-1.94		3.87		-0.39		c	0	(-x_1**0.5 + x_2 + 6*sin(x_1 + 1.57))**0.5
633	714	sim	Given the formula $$\frac{\cos{\left (x_{1} - 3.14 \right )}}{\sin{\left (x_{2} + 3.14 \right )}}$$ and the input value(s) $$[x_1=0,x_2=0]$$ which of the following values is the nearest to the correct output?	-6278.8		6278.8		-627.88		-62.79		c	0	cos(x_1 - 3.14)/sin(x_2 + 3.14)
634	715	sim	Given the formula $$7 \sin{\left (1.57 x_{1} \right )} - \frac{\sin{\left (x_{2} - 3.14 \right )}}{\cos{\left (1.57 x_{2} \right )}}$$ and the input value(s) $$[x_1=7,x_2=0]$$ which of the following values is the nearest to the correct output?	-3.5		-70.0		-7.0		70.0		c	0	7*sin(1.57*x_1) - sin(x_2 - 3.14)/cos(1.57*x_2)
635	716	sim	Given the formula $$- x_{1} + x_{2} \cos{\left (x_{1} + 3.14 \right )} + \sin{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=0]$$ which of the following values is the nearest to the correct output?	-2.14		-4.28		-1.07		-0.21		a	0	-x_1 + x_2*cos(x_1 + 3.14) + sin(x_2 + 1.57)
636	717	sim	Given the formula $$\sin{\left (3.14 x_{2} \right )} \cos{\left (x_{1} - 3.14 \right )} + \frac{5}{x_{1}}$$ and the input value(s) $$[x_1=1.57,x_2=8]$$ which of the following values is the nearest to the correct output?	-31.8		-6.36		0.32		3.18		d	0	sin(3.14*x_2)*cos(x_1 - 3.14) + 5/x_1
637	718	sim	Given the formula $$\left(- \cos{\left (x_{2} - 1.57 \right )} + \frac{6}{x_{1}}\right)^{6}$$ and the input value(s) $$[x_1=7,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-4.0		0.2		0.4		-0.2		c	0	(-cos(x_2 - 1.57) + 6/x_1)**6
638	720	sim	Given the formula $$4 x_{1} + \sin{\left (1.57 x_{2} \right )} + \cos{\left (x_{2} + 3.14 \right )} + 7$$ and the input value(s) $$[x_1=5,x_2=3.14]$$ which of the following values is the nearest to the correct output?	2.7		-270.2		270.2		27.02		d	0	4*x_1 + sin(1.57*x_2) + cos(x_2 + 3.14) + 7
639	721	sim	Given the formula $$\cos{\left (3.14 x_{2} \right )} \cos{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=0]$$ which of the following values is the nearest to the correct output?	1.0		-0.1		-2.0		2.0		a	0	cos(3.14*x_2)*cos(x_1 - 1.57)
640	722	sim	Given the formula $$\left(3 x_{1} + x_{2} + 6\right)^{0.5} \cos^{7}{\left (x_{1} - 3.14 \right )}$$ and the input value(s) $$[x_1=3.14,x_2=0]$$ which of the following values is the nearest to the correct output?	39.3		-39.3		0.39		3.93		d	0	(3*x_1 + x_2 + 6)**0.5*cos(x_1 - 3.14)**7
641	724	sim	Given the formula $$\cos^{x_{2}}{\left (x_{1} - 3.14 \right )}$$ and the input value(s) $$[x_1=1.57,x_2=0]$$ which of the following values is the nearest to the correct output?	-0.5		10.0		-0.1		1.0		d	0	cos(x_1 - 3.14)**x_2
642	725	sim	Given the formula $$- \sin{\left (x_{1} - 1.57 \right )} + \cos{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=6.28,x_2=8]$$ which of the following values is the nearest to the correct output?	-0.2		2.0		-1.0		4.0		b	0	-sin(x_1 - 1.57) + cos(3.14*x_2)
643	727	sim	Given the formula $$\frac{3 x_{1}^{7}}{\cos{\left (x_{2} - 3.14 \right )}}$$ and the input value(s) $$[x_1=1,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-1883.65		3767.3		7534.6		-376.73		b	0	3*x_1**7/cos(x_2 - 3.14)
644	728	sim	Given the formula $$8 x_{1} x_{2} + 2 \cos{\left (3.14 x_{2} \right )} + 7$$ and the input value(s) $$[x_1=4,x_2=5]$$ which of the following values is the nearest to the correct output?	-16.5		165.0		1650.0		-330.0		b	0	8*x_1*x_2 + 2*cos(3.14*x_2) + 7
645	729	sim	Given the formula $$\left(6 \sin{\left (x_{1} \right )} - \sin{\left (x_{2} - 1.57 \right )} + 6\right)^{0.5}$$ and the input value(s) $$[x_1=2,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-0.35		-1.76		3.53		1.76		c	0	(6*sin(x_1) - sin(x_2 - 1.57) + 6)**0.5
646	730	sim	Given the formula $$2 \left(x_{1}^{x_{2}}\right)^{0.5} - \cos{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=4,x_2=3]$$ which of the following values is the nearest to the correct output?	150.0		-7.5		15.0		-30.0		c	0	2*(x_1**x_2)**0.5 - cos(3.14*x_1)
647	731	sim	Given the formula $$\frac{36 x_{2}}{- x_{1}^{8} + 6}$$ and the input value(s) $$[x_1=0.6,x_2=0.5]$$ which of the following values is the nearest to the correct output?	3.01		6.02		1.5		0.3		a	0	36*x_2/(-x_1**8 + 6)
648	732	sim	Given the formula $$\left(2 x_{1}^{0.5} + \cos{\left (x_{2} - 3.14 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=5,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-3.72		-18.6		1.86		-0.19		c	0	(2*x_1**0.5 + cos(x_2 - 3.14))**0.5
649	733	sim	Given the formula $$\frac{5 \left(x_{2} + 6\right) \cos^{x_{1}}{\left (x_{2} - 3.14 \right )}}{- x_{1} x_{2} + 4}$$ and the input value(s) $$[x_1=0,x_2=6.28]$$ which of the following values is the nearest to the correct output?	15.35		1.54		30.7		-7.67		a	0	5*(x_2 + 6)*cos(x_2 - 3.14)**x_1/(-x_1*x_2 + 4)
650	735	sim	Given the formula $$\left(9 x_{1} + 2 x_{2}\right)^{0.5}$$ and the input value(s) $$[x_1=0.5,x_2=0.8]$$ which of the following values is the nearest to the correct output?	2.47		4.94		-1.24		-0.25		a	0	(9*x_1 + 2*x_2)**0.5
651	736	sim	Given the formula $$5 x_{1} \sin{\left (1.57 x_{1} \right )} - x_{2} + 7$$ and the input value(s) $$[x_1=8,x_2=9]$$ which of the following values is the nearest to the correct output?	-4.5		-1.12		-2.25		4.5		c	0	5*x_1*sin(1.57*x_1) - x_2 + 7
652	737	sim	Given the formula $$- x_{2} \sin{\left (x_{1} - 1.57 \right )} + \cos^{6}{\left (x_{1} + 1.57 \right )} + 9$$ and the input value(s) $$[x_1=3.14,x_2=3]$$ which of the following values is the nearest to the correct output?	-60.0		-12.0		6.0		60.0		c	0	-x_2*sin(x_1 - 1.57) + cos(x_1 + 1.57)**6 + 9
653	738	sim	Given the formula $$7 x_{1} - \sin{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=9,x_2=3.14]$$ which of the following values is the nearest to the correct output?	-126.0		-630.0		630.0		63.0		d	0	7*x_1 - sin(x_2 - 3.14)
654	739	sim	Given the formula $$\frac{x_{2}}{x_{1}}$$ and the input value(s) $$[x_1=0.2,x_2=0.4]$$ which of the following values is the nearest to the correct output?	4.0		-4.0		1.0		2.0		d	0	x_2/x_1
655	740	sim	Given the formula $$\left(3 x_{1} + 7 \sin{\left (x_{2} + 1.57 \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=5,x_2=0]$$ which of the following values is the nearest to the correct output?	0.47		-2.35		4.69		9.38		c	0	(3*x_1 + 7*sin(x_2 + 1.57))**0.5
656	741	sim	Given the formula $$\left(- \sin{\left (x_{1} - 1.57 \right )}\right)^{x_{2}}$$ and the input value(s) $$[x_1=6.28,x_2=0]$$ which of the following values is the nearest to the correct output?	-2.0		-0.5		1.0		-10.0		c	0	(-sin(x_1 - 1.57))**x_2
657	742	sim	Given the formula $$- \frac{\sin{\left (1.57 x_{1} \right )}}{- x_{1} - x_{2} + \cos{\left (1.57 x_{2} \right )} + 1}$$ and the input value(s) $$[x_1=5,x_2=2]$$ which of the following values is the nearest to the correct output?	0.14		-1.4		-0.07		1.4		a	0	-sin(1.57*x_1)/(-x_1 - x_2 + cos(1.57*x_2) + 1)
658	744	sim	Given the formula $$5 \cos^{x_{1}}{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=5,x_2=0]$$ which of the following values is the nearest to the correct output?	-2.5		-5.0		50.0		2.5		b	0	5*cos(x_2 - 3.14)**x_1
659	745	sim	Given the formula $$2 \sin{\left (3.14 x_{1} \right )} \cos{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=6,x_2=6.28]$$ which of the following values is the nearest to the correct output?	0.2		0.02		-0.2		0.04		b	0	2*sin(3.14*x_1)*cos(x_2 - 3.14)
660	746	sim	Given the formula $$\frac{5 x_{1}}{x_{2}} + 2 \cos{\left (x_{1} + 3.14 \right )} + 4$$ and the input value(s) $$[x_1=6.28,x_2=8]$$ which of the following values is the nearest to the correct output?	5.93		-2.96		-11.86		2.96		a	0	5*x_1/x_2 + 2*cos(x_1 + 3.14) + 4
661	747	sim	Given the formula $$- x_{1} - \sin{\left (x_{1} - 3.14 \right )} + 7 \cos{\left (x_{2} - 3.14 \right )} + 4$$ and the input value(s) $$[x_1=3.14,x_2=1.57]$$ which of the following values is the nearest to the correct output?	-0.09		0.09		0.87		-1.74		c	0	-x_1 - sin(x_1 - 3.14) + 7*cos(x_2 - 3.14) + 4
662	748	sim	Given the formula $$\left(\frac{x_{2}^{x_{1}} + 3}{- x_{2} + 4}\right)^{0.5}$$ and the input value(s) $$[x_1=9.0,x_2=0.8]$$ which of the following values is the nearest to the correct output?	1.98		0.49		0.1		0.99		d	0	((x_2**x_1 + 3)/(-x_2 + 4))**0.5
663	749	sim	Given the formula $$- \sin{\left (x_{1} - 1.57 \right )} \cos{\left (1.57 x_{2} \right )}$$ and the input value(s) $$[x_1=0,x_2=4]$$ which of the following values is the nearest to the correct output?	2.0		10.0		0.1		1.0		d	0	-sin(x_1 - 1.57)*cos(1.57*x_2)
664	750	sim	Given the formula $$\left(- \sin{\left (x_{1} - 3.14 \right )}\right)^{x_{2}}$$ and the input value(s) $$[x_1=1.57,x_2=3]$$ which of the following values is the nearest to the correct output?	-2.0		-0.1		1.0		0.1		c	0	(-sin(x_1 - 3.14))**x_2
665	751	sim	Given the formula $$\left(x_{2}^{x_{1}} + 7\right)^{0.5} \cos{\left (3.14 x_{1} \right )}$$ and the input value(s) $$[x_1=1,x_2=7]$$ which of the following values is the nearest to the correct output?	-0.37		-1.87		1.87		-3.74		d	0	(x_2**x_1 + 7)**0.5*cos(3.14*x_1)
666	752	sim	Given the formula $$x_{1} \cos{\left (x_{2} - 3.14 \right )} + 6$$ and the input value(s) $$[x_1=3,x_2=6.28]$$ which of the following values is the nearest to the correct output?	-30.0		3.0		-1.5		-0.3		b	0	x_1*cos(x_2 - 3.14) + 6
667	753	sim	Given the formula $$\frac{2.24 \sin{\left (1.57 x_{2} \right )}}{\left(\sin^{5}{\left (x_{1} \right )}\right)^{0.5}}$$ and the input value(s) $$[x_1=1,x_2=3]$$ which of the following values is the nearest to the correct output?	-3.44		6.88		0.34		-1.72		a	0	2.24*(sin(x_1)**5)**(-0.5)*sin(1.57*x_2)
668	754	sim	Given the formula $$\cos^{x_{1}}{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=2,x_2=1.57]$$ which of the following values is the nearest to the correct output?	2.0		-0.1		1.0		0.1		c	0	cos(x_2 + 1.57)**x_1
669	755	sim	Given the formula $$8^{4 x_{1} x_{2}^{2}}$$ and the input value(s) $$[x_1=0,x_2=9]$$ which of the following values is the nearest to the correct output?	2.0		10.0		1.0		-0.1		c	0	8**(4*x_1*x_2**2)
670	758	sim	Given the formula $$4 x_{1} \sin{\left (1.57 x_{2} \right )}$$ and the input value(s) $$[x_1=9,x_2=5]$$ which of the following values is the nearest to the correct output?	-18.0		360.0		36.0		18.0		c	0	4*x_1*sin(1.57*x_2)
671	759	sim	Given the formula $$\cos{\left (x_{1} - 1.57 \right )} - \cos^{0.5}{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=0,x_2=1.57]$$ which of the following values is the nearest to the correct output?	0.3		0.01		0.0		-0.03		d	0	cos(x_1 - 1.57) - cos(x_2 - 3.14)**0.5
672	760	sim	Given the formula $$6 x_{1} + x_{2} + \sin{\left (x_{2} + 1.57 \right )} + \cos^{0.5}{\left (x_{2} - 1.57 \right )} + 6$$ and the input value(s) $$[x_1=7,x_2=3.14]$$ which of the following values is the nearest to the correct output?	501.7		50.17		5.02		-501.7		b	0	6*x_1 + x_2 + sin(x_2 + 1.57) + cos(x_2 - 1.57)**0.5 + 6
673	761	sim	Given the formula $$8 x_{2} - \cos{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=0,x_2=2]$$ which of the following values is the nearest to the correct output?	-32.0		1.6		-8.0		16.0		d	0	8*x_2 - cos(x_1 - 1.57)
674	762	sim	Given the formula $$\cos{\left (1.57 x \right )} + 6$$ which of the following graphs represents it correctly?	sin(x - 1.57) + 3	[1.90000305 4.19999998]	cos(1.57*x) + 6	[5.00001391 6.99998781]	sin(x - 1.57) + 3	[1.90000305 4.19999998]	-x + cos(x - 1.57) + 7 + 3/x	[-705.56424348  794.53583612]	b	1	cos(1.57*x) + 6
675	765	sim	Given the formula $$6 \left(\frac{1}{x}\right)^{0.5} + 4$$ which of the following graphs represents it correctly?	6*(1/x)^0.5 + 4	[ 0.         98.84935424]	-(6*(1/x)^0.5 + 4)	[-98.84935424  -0.        ]	-(7*x^0.5 + 6)	[-29.5427408  -0.       ]	7*x^0.5 + 6	[ 0.        29.5427408]	a	1	6*(1/x)**0.5 + 4
676	766	sim	Given the formula $$3 \cdot 2^{- x^{0.5} + 2}$$ which of the following graphs represents it correctly?	-(3*2^(-x^0.5 + 2))	[-11.48520175  -0.        ]	-(x + 5)	[-15.75   4.75]	3*2^(-x^0.5 + 2)	[ 0.         11.48520175]	x + 5	[-4.75 15.75]	c	1	3*2**(-x**0.5 + 2)
677	767	sim	Given the formula $$\sin{\left (x - 1.57 \right )} + 4$$ which of the following graphs represents it correctly?	3*cos(x - 1.57)/(x + 4)	[-386.59798297  990.15900473]	9*cos(x - 1.57) + 7*cos(x + 3.14)	[-10.81911703  11.95793985]	sin(x - 1.57) + 4	[3.00000321 4.99999998]	-sin(x + 3.14) + 6	[4.7500036  7.34999997]	c	1	sin(x - 1.57) + 4
678	768	sim	Given the formula $$8.0 \cos^{0.5}{\left (x + 3.14 \right )} + 8$$ which of the following graphs represents it correctly?	8.0*cos(x + 3.14)^0.5 + 8	[ 0.         15.99999932]	3*3^(-x^0.5)*sin(x + 1.57)	[-0.42722753  2.93850537]	4 + 5*sin(3.14*x)/x	[ 0.56005648 20.68456623]	x^0.5 - sin(x + 1.57) + 5	[0.         9.53744384]	a	1	8.0*cos(x + 3.14)**0.5 + 8
679	769	sim	Given the formula $$3 - \frac{\cos{\left (1.57 x \right )}}{\sin{\left (3.14 x \right )}}$$ which of the following graphs represents it correctly?	cos(1.57*x) + 4	[2.85001321 5.2499872 ]	3 - cos(1.57*x)/sin(3.14*x)	[-98.25784554 104.25784554]	-sin(3.14*x)	[-0.94999999  1.04999999]	cos(x - 1.57)	[-0.94999994  1.04999799]	b	1	3 - cos(1.57*x)/sin(3.14*x)
680	770	sim	Given the formula $$\sin{\left (x + 3.14 \right )} + \cos^{3}{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	-cos(x - 1.57) + 4	[2.85000182 5.24999993]	8*cos(x + 3.14)^sin(cos(x + 3.14))	[0.         8.39999879]	sin(x + 3.14) + cos(3.14*x)^3	[-1.95895272  1.98889366]	sin(1.57*x) + cos(3.14*x)	[-1.89994597  1.1812251 ]	c	1	sin(x + 3.14) + cos(3.14*x)**3
681	771	sim	Given the formula $$4 \sin{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	4*cos(x + 1.57)	[-3.79999975  4.19999196]	sin(x - 3.14) + 4	[2.8500036  5.24999997]	x^0.5 - sin(x + 1.57) + 1	[0.         5.33744384]	4*sin(x + 1.57)	[-3.99999991  3.99998717]	d	1	4*sin(x + 1.57)
682	772	sim	Given the formula $$\left(5 x + 3\right)^{0.5}$$ which of the following graphs represents it correctly?	(5*x + 3)^0.5	[0.         7.28010989]	-(3*x^0.5 + 5)	[-15.21117463  -0.        ]	-((5*x + 3)^0.5)	[-7.28010989 -0.        ]	3*x^0.5 + 5	[ 0.         15.21117463]	a	1	(5*x + 3)**0.5
683	773	sim	Given the formula $$\cos{\left (1.57 x \right )} \cos{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	(x + 1)^0.5 - sin(x + 3.14)	[-0.74135334  4.18934024]	cos(1.57*x)*cos(x + 3.14)	[-0.99997736  0.97262114]	sin(1.57*x) + cos(3.14*x)	[-1.89994597  1.1812251 ]	x*cos(x - 3.14) - x + 6	[-6.52577354 19.81919166]	b	1	cos(1.57*x)*cos(x + 3.14)
684	774	sim	Given the formula $$- \cos^{0.5}{\left (1.57 x \right )} + 5$$ which of the following graphs represents it correctly?	-cos(1.57*x)^0.5 + 5	[0.         4.92854398]	-x + cos(x + 1.57)	[-8.98381487  9.92807643]	sin(x + 1.57) + 6	[4.75000002 7.34999663]	x + 8*8^(-sin(x))	[-7.04803891 72.15166941]	a	1	-cos(1.57*x)**0.5 + 5
685	775	sim	Given the formula $$\left(\frac{1}{x^{2} + 9} \left(x + \sin{\left (x + 1.57 \right )}\right)\right)^{0.5}$$ which of the following graphs represents it correctly?	8.0*x^0.5 - cos(x + 3.14)	[ 0.        25.6811986]	((x + sin(x + 1.57))/(x^2 + 9))^0.5	[0.         0.39772174]	(x + sin(x + 1.57))^0.5	[0.        3.1779626]	8 + 7^(-sin(x - 3.14))	[ 7.73571429 15.7499458 ]	b	1	((x + sin(x + 1.57))/(x**2 + 9))**0.5
686	776	sim	Given the formula $$1.0 \sin^{0.5}{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	cos(x - 1.57) + 3	[1.90000006 4.19999799]	-x + cos(1.57*x) + 8	[-2.84996988 18.07552182]	1.0*sin(x - 1.57)^0.5	[0.         0.99999999]	cos(x - 3.14)^0.5	[0.         1.04999991]	c	1	1.0*sin(x - 1.57)**0.5
687	777	sim	Given the formula $$\cos{\left (3.14 x \right )} \cos^{0.5}{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	3*cos(1.57*x)	[-2.84996036  3.1499616 ]	cos(3.14*x)*cos(x - 1.57)^0.5	[-0.98002106  0.99454946]	-x + cos(x + 3.14)	[-8.70205994 11.38011423]	-sin(x - 1.57) + 6	[4.75000002 7.34999663]	b	1	cos(3.14*x)*cos(x - 1.57)**0.5
688	778	sim	Given the formula $$- \sin{\left (x + 3.14 \right )} \cos{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	4*sin(3.14*x)	[-3.79999995  4.19999994]	-sin(x + 3.14)*cos(1.57*x)	[-0.99183626  0.99216992]	x^0.5 - sin(x + 1.57) + 1	[0.         5.33744384]	9*cos(x + 3.14)^0.5	[0.         9.44999919]	b	1	-sin(x + 3.14)*cos(1.57*x)
689	780	sim	Given the formula $$\left(\left(x + 6\right)^{0.5} + 8\right)^{0.5}$$ which of the following graphs represents it correctly?	((x + 6)^0.5 + 8)^0.5	[0.         3.46410162]	(3 + 3/x)^0.5	[ 0.         28.80714755]	-((3 + 3/x)^0.5)	[-28.80714755  -0.        ]	-(((x + 6)^0.5 + 8)^0.5)	[-3.46410162 -0.        ]	a	1	((x + 6)**0.5 + 8)**0.5
690	781	sim	Given the formula $$\left(\sin{\left (x + 1.57 \right )} + 1\right)^{5}$$ which of the following graphs represents it correctly?	-cos(x - 3.14) + 7	[5.70000016 8.39999842]	-x/sin(x - 3.14)	[-15324.49843596   3804.13832643]	(sin(x + 1.57) + 1)^5	[5.76491021e-39 3.19997434e+01]	-cos(x - 1.57) + 5	[3.80000182 6.29999993]	c	1	(sin(x + 1.57) + 1)**5
691	782	sim	Given the formula $$8 \cos{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	4*cos(x - 3.14)	[-3.79999427  4.19999928]	-sin(x - 1.57)	[-0.94999998  1.04999663]	8*cos(x + 3.14)	[-7.99998794  7.99999863]	8*sin(x + 1.57)	[-7.59999983  8.39997305]	c	1	8*cos(x + 3.14)
692	783	sim	Given the formula $$\sin{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	cos(x + 1.57) + 4	[2.85000006 5.24999799]	sin(x - 3.14) + 4	[2.8500036  5.24999997]	x*cos(x + 3.14)	[-9.00192478  9.9527733 ]	sin(1.57*x)	[-0.99998862  0.99998862]	d	1	sin(1.57*x)
693	784	sim	Given the formula $$2 \cos{\left (x - 1.57 \right )} \cos{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	2*cos(x - 1.57)*cos(x + 3.14)	[-1.00238853  0.99761081]	4*cos(x + 1.57)	[-3.79999975  4.19999196]	x + cos(x + 1.57) + 2	[-8.11745466 13.1705204 ]	(x + 1)^0.5 - sin(x + 3.14)	[-0.74135334  4.18934024]	a	1	2*cos(x - 1.57)*cos(x + 3.14)
694	786	sim	Given the formula $$- x + 9$$ which of the following graphs represents it correctly?	(x + 5)^0.5 + 6	[ 0.         10.36663251]	-(-x + 9)	[-19.   1.]	-x + 9	[-1. 19.]	-((x + 5)^0.5 + 6)	[-10.36663251  -0.        ]	c	1	-x + 9
695	787	sim	Given the formula $$x^{3} + 2 \cos{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	x^3 + 2*cos(x + 1.57)	[-1001.08937823  1001.08670553]	sin(3.14*x)	[-0.94999999  1.04999999]	3*cos(x + 1.57) + 7	[ 3.80000019 10.49999397]	sin(x + 1.57) + 8	[6.65000002 9.44999663]	a	1	x**3 + 2*cos(x + 1.57)
696	789	sim	Given the formula $$\left(\cos{\left (1.57 x \right )} + 7\right)^{0.5}$$ which of the following graphs represents it correctly?	cos(3.14*x) + 7	[5.70004323 8.3999488 ]	cos(x + 3.14)	[-0.94999857  1.04999982]	(cos(1.57*x) + 7)^0.5	[2.44949258 2.82842497]	cos(x + 1.57) + 4	[2.85000006 5.24999799]	c	1	(cos(1.57*x) + 7)**0.5
697	790	sim	Given the formula $$\sin{\left (3.14 x \right )} + 9 + 3^{- \cos{\left (x - 1.57 \right )}}$$ which of the following graphs represents it correctly?	-sin(x - 3.14) + cos(3.14*x) + 1	[-0.91347204  3.13904468]	sin(3.14*x) + 9 + 3^(-cos(x - 1.57))	[ 8.33421615 12.9937854 ]	x^0.5*sin(x + 3.14)	[-2.66799255  2.29227293]	x/(cos(3.14*x) + 3)	[-4.28238716  4.73316475]	b	1	sin(3.14*x) + 9 + 3**(-cos(x - 1.57))
698	791	sim	Given the formula $$- \cos{\left (x + 3.14 \right )} + 8$$ which of the following graphs represents it correctly?	x + cos(x + 3.14) + 5	[-3.95370617 16.63193375]	x + sin(x - 1.57) + 7	[-2.05247074 18.73056995]	8*sin(x + 3.14)	[-7.59999978  8.39996817]	-cos(x + 3.14) + 8	[7.00000017 8.99999849]	d	1	-cos(x + 3.14) + 8
699	792	sim	Given the formula $$8 \sin{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	-(x^7)^0.5 + sin(x - 3.14)	[-3003.64568823     0.        ]	(x - 6*sin(x - 1.57))^0.5	[0.        3.6923419]	8*sin(x + 1.57)	[-7.99999982  7.99997434]	x^0.5 - sin(x + 1.57) + 5	[0.         9.53744384]	c	1	8*sin(x + 1.57)
700	793	sim	Given the formula $$5 \left(x + 8\right)^{2} + \frac{5}{x + 1}$$ which of the following graphs represents it correctly?	5*(x + 8)^2 + 5/(x + 1)	[-891.21711728 1633.58549903]	8*x + 3	[-73.15  87.15]	-(5*(x + 8)^2 + 5/(x + 1))	[-1633.58549903   891.21711728]	-(8*x + 3)	[-87.15  73.15]	a	1	5*(x + 8)**2 + 5/(x + 1)
701	795	sim	Given the formula $$- 4 \sin{\left (x - 3.14 \right )} + \cos{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	6^cos(x - 1.57)	[0.15833335 6.29997839]	x^3*cos(3.14*x)	[-949.87951664 1049.86683418]	cos(x - 3.14) + 6	[4.75000143 7.34999982]	-4*sin(x - 3.14) + cos(x + 1.57)	[-3.00000378  2.9999893 ]	d	1	-4*sin(x - 3.14) + cos(x + 1.57)
702	796	sim	Given the formula $$\cos{\left (x - 3.14 \right )} + \frac{6}{2 x + 1}$$ which of the following graphs represents it correctly?	cos(x - 3.14) + 6/(2*x + 1)	[-14994.87824937    383.57949013]	-sin(x + 3.14)	[-0.9499964   1.04999997]	-x - cos(x - 3.14) + 4	[-6.49629383 13.81806625]	x + cos(x - 3.14)	[-8.70205994 11.38011423]	a	1	cos(x - 3.14) + 6/(2*x + 1)
703	797	sim	Given the formula $$\left(7 + \frac{3}{x}\right)^{0.5}$$ which of the following graphs represents it correctly?	-((7 + 3/x)^0.5)	[-27.5081806  -0.       ]	(7 + 3/x)^0.5	[ 0.        27.5081806]	-(-x^2 + x + 6)	[-6.56249996 98.8       ]	-x^2 + x + 6	[-98.8          6.56249996]	b	1	(7 + 3/x)**0.5
704	798	sim	Given the formula $$4 \left(- x\right)^{0.5} \cos{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	sin(x - 3.14)	[-0.9499964   1.04999997]	4 + 5*sin(3.14*x)/x	[ 0.56005648 20.68456623]	-5^(-sin(x - 3.14) + 1.0)*x + cos(x - 1.57)	[-186.47793931  126.47918382]	4*(-x)^0.5*cos(x - 1.57)	[-11.23307963   8.73176821]	d	1	4*(-x)**0.5*cos(x - 1.57)
705	799	sim	Given the formula $$\frac{\cos{\left (x - 1.57 \right )}}{\sin{\left (1.57 x \right )}}$$ which of the following graphs represents it correctly?	8*x*cos(x - 1.57) + 8	[-33.79637262  74.90666639]	4*sin(x + 3.14)^4	[4.42620539e-13 4.19999952e+00]	(8 + 8/x)/cos(x - 3.14)	[-15344.76950752  12740.49334299]	cos(x - 1.57)/sin(1.57*x)	[-152.63594238  200.16768278]	d	1	cos(x - 1.57)/sin(1.57*x)
706	801	sim	Given the formula $$- \sin{\left (x - 3.14 \right )} \cos{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	2*cos(cos(x)) + 2	[2.92657447 4.19999859]	x^0.5 - sin(x + 1.57) + 5	[0.         9.53744384]	2*x + sin(x - 3.14) + 1	[-18.56554987  22.62262461]	-sin(x - 3.14)*cos(x + 1.57)	[-9.99997992e-01  1.42296060e-06]	d	1	-sin(x - 3.14)*cos(x + 1.57)
707	802	sim	Given the formula $$4 \cdot 4^{- \cos{\left (x - 3.14 \right )}}$$ which of the following graphs represents it correctly?	-cos(3.14*x)	[-0.94995367  1.04995222]	4*4^(-cos(x - 3.14))	[ 1.00000024 15.99996655]	cos(3.14*x) + 3	[1.90004323 4.1999488 ]	7*cos(x - 1.57)	[-6.64999956  7.34998593]	b	1	4*4**(-cos(x - 3.14))
708	803	sim	Given the formula $$\left(- \sin{\left (x + 3.14 \right )}\right)^{0.5}$$ which of the following graphs represents it correctly?	cos(x - 3.14) + 5	[3.80000143 6.29999982]	7*cos(x + 3.14) + 4	[-2.84998997 11.54999875]	(-sin(x + 3.14))^0.5	[0.         0.99999999]	x^(0.5*sin(x + 1.57)) + sin(x - 1.57)	[-0.88989292  1.64920643]	c	1	(-sin(x + 3.14))**0.5
709	804	sim	Given the formula $$\cos{\left (3.14 x \right )} + 2$$ which of the following graphs represents it correctly?	cos(3.14*x) + 2	[1.0000455  2.99995123]	7*cos(x + 3.14)	[-6.64998997  7.34999875]	x + 8*8^(-sin(x))	[-7.04803891 72.15166941]	cos(1.57*x)^6	[1.11875006e-14 1.04992320e+00]	a	1	cos(3.14*x) + 2
710	805	sim	Given the formula $$\frac{3}{\cos{\left (x - 3.14 \right )}}$$ which of the following graphs represents it correctly?	x^4*cos(x + 3.14)^0.5	[   0.         9623.04751178]	3/cos(x - 3.14)	[-6940.73744656 12496.29101476]	7^sin(3.14*x)	[0.13571429 7.3499998 ]	sin(x - 3.14)^6	[3.77655274e-20 1.04999982e+00]	b	1	3/cos(x - 3.14)
711	806	sim	Given the formula $$\cos{\left (x - 1.57 \right )} + 2$$ which of the following graphs represents it correctly?	-sin(x - 1.57) + 4	[2.85000002 5.24999663]	x - sin(3.14*x)^7 + 2	[-8.08647753 13.13768569]	8.0*x^0.5 - cos(x + 3.14)	[ 0.        25.6811986]	cos(x - 1.57) + 2	[1.00000007 2.99999809]	d	1	cos(x - 1.57) + 2
712	807	sim	Given the formula $$9 \cos{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	-sin(x + 3.14) + cos(x + 1.57)^7	[-0.58925799  0.65129424]	x^0.5 + cos(x + 3.14) + 2	[0.         6.38758128]	9*cos(3.14*x)	[-8.99959048  8.99956111]	sin(x + 1.57) + 6	[4.75000002 7.34999663]	c	1	9*cos(3.14*x)
713	808	sim	Given the formula $$\left(x^{0.5} + 2\right)^{0.5}$$ which of the following graphs represents it correctly?	-(x + 1/x)	[-262.39920168  237.40880152]	-((x^0.5 + 2)^0.5)	[-2.27206462 -0.        ]	(x^0.5 + 2)^0.5	[0.         2.27206462]	x + 1/x	[-237.40880152  262.39920168]	c	1	(x**0.5 + 2)**0.5
714	809	sim	Given the formula $$4 x + \cos{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	cos(3.14*x) + 7	[5.70004323 8.3999488 ]	sin(x + 3.14)^8	[1.28890093e-26 1.04999976e+00]	4*x + cos(x + 1.57)	[-40.54468911  40.54335276]	-cos(3.14*x)	[-0.94995367  1.04995222]	c	1	4*x + cos(x + 1.57)
715	810	sim	Given the formula $$\sin{\left (1.57 x \right )} + 9$$ which of the following graphs represents it correctly?	4*cos(x + 1.57)	[-3.79999975  4.19999196]	sin(x - 1.57) + 9	[ 7.60000305 10.49999998]	sin(1.57*x) + 9	[8.00001138 9.99998862]	7^sin(x + 3.14)	[0.13571429 7.3499458 ]	c	1	sin(1.57*x) + 9
716	811	sim	Given the formula $$\cos{\left (x - 3.14 \right )} \cos{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	cos(x - 3.14)*cos(x + 3.14)	[-1.18996273e-06  9.99997350e-01]	6*x/(cos(x - 1.57) + 4)	[-15.28267859  18.23280222]	cos(1.57*x)^6	[1.11875006e-14 1.04992320e+00]	3*cos(1.57*x)	[-2.84996036  3.1499616 ]	a	1	cos(x - 3.14)*cos(x + 3.14)
717	812	sim	Given the formula $$5 \cdot 0^{x} + x + 2$$ which of the following graphs represents it correctly?	x + 3	[-6.65 13.65]	-(5*0^x + x + 2)	[-12.  -0.]	-(x + 3)	[-13.65   6.65]	5*0^x + x + 2	[ 0. 12.]	d	1	5*0**x + x + 2
718	813	sim	Given the formula $$- \sin{\left (1.57 x \right )} + \sin{\left (x - 3.14 \right )} + 7$$ which of the following graphs represents it correctly?	x^0.5 + cos(x + 3.14) + 2	[0.         6.38758128]	sin(x + 1.57)^0.5 + sin(x + 3.14)	[-0.87460537  1.65614388]	-sin(1.57*x) + sin(x - 3.14) + 7	[5.11374304 8.88499799]	4*2^(-sin(x - 1.57) + 5)	[ 60.80000095 268.7994023 ]	c	1	-sin(1.57*x) + sin(x - 3.14) + 7
719	814	sim	Given the formula $$1.71 \cos^{4}{\left (x \right )} + 4$$ which of the following graphs represents it correctly?	-6*sin(x - 3.14)	[-5.69999984  6.29997612]	1.71*cos(x)^4 + 4	[4.         5.71240196]	x^0.5 - sin(x - 1.57) + 8	[ 0.         12.10242778]	9*cos(x + 3.14)	[-8.54998711  9.44999839]	b	1	1.71*cos(x)**4 + 4
720	815	sim	Given the formula $$\cos{\left (x + 3.14 \right )} + 1$$ which of the following graphs represents it correctly?	cos(x + 3.14) + 1	[1.50796768e-06 1.99999983e+00]	-sin(1.57*x)	[-0.94998919  1.04998806]	7 + 3*8^(-cos(x + 3.14))	[ 7.00625013 32.54992098]	2*x - cos(3.14*x)	[-19.94987952  20.18085727]	a	1	cos(x + 3.14) + 1
721	816	sim	Given the formula $$\cos^{5}{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	cos(1.57*x)^5	[-0.99993046  0.99993904]	-cos(x + 1.57)^4 + 6	[4.75000025 6.3       ]	sin(x - 3.14) + 8	[6.6500036  9.44999997]	x - sin(x - 3.14) + 7	[-2.33445013 17.27737539]	a	1	cos(1.57*x)**5
722	817	sim	Given the formula $$\frac{5}{\sin{\left (x + 3.14 \right )}}$$ which of the following graphs represents it correctly?	x*cos(x + 1.57)	[-7.52158727  5.71923569]	7*sin(3.14*x) + 8	[ 0.95000009 15.7499999 ]	-x + cos(1.57*x) + 8	[-2.84996988 18.07552182]	5/sin(x + 3.14)	[-8558.70412151  1015.86117287]	d	1	5/sin(x + 3.14)
723	819	sim	Given the formula $$\left(- \cos{\left (x - 1.57 \right )} + 5\right)^{0.5}$$ which of the following graphs represents it correctly?	7^sin(3.14*x)	[0.13571429 7.3499998 ]	(-cos(x - 1.57) + 5)^0.5	[2.00000048 2.44948973]	cos(1.57*x) + 8	[6.65001321 9.4499872 ]	6*x/(cos(x - 1.57) + 4)	[-15.28267859  18.23280222]	b	1	(-cos(x - 1.57) + 5)**0.5
724	821	sim	Given the formula $$x + 3$$ which of the following graphs represents it correctly?	8 + 4*4^(-x^0.5)	[ 0.        12.2473709]	-(8 + 4*4^(-x^0.5))	[-12.2473709  -0.       ]	x + 3	[-7. 13.]	-(x + 3)	[-13.   7.]	c	1	x + 3
725	822	sim	Given the formula $$\frac{\cos{\left (x - 1.57 \right )}}{\sin{\left (3.14 x \right )}}$$ which of the following graphs represents it correctly?	cos(x - 1.57)/sin(3.14*x)	[-69.04062591 100.08506157]	-sin(x - 3.14) + cos(3.14*x) + 1	[-0.91347204  3.13904468]	-x + cos(x - 3.14) + 3	[-5.85370617 14.53193375]	6*x*sin(x + 3.14)	[-45.13414982  34.35747655]	a	1	cos(x - 1.57)/sin(3.14*x)
726	823	sim	Given the formula $$\left(\frac{\cos{\left (x - 3.14 \right )} + 1}{\sin{\left (1.57 x \right )}}\right)^{0.5}$$ which of the following graphs represents it correctly?	-sin(x - 1.57) + 5/(x + 9)	[ -625.61821859 13118.79383168]	sin(x - 3.14) + 6	[4.7500036  7.34999997]	((cos(x - 3.14) + 1)/sin(1.57*x))^0.5	[ 0.         17.14012859]	-9^cos(x + 3.14) + 9	[3.20578584e-06 9.33333295e+00]	c	1	((cos(x - 3.14) + 1)/sin(1.57*x))**0.5
727	825	sim	Given the formula $$\left(\cos{\left (x + 3.14 \right )} + 8\right)^{0.5}$$ which of the following graphs represents it correctly?	x^0.5 + cos(x + 1.57) + 4	[0.         8.09091194]	sin(x + 3.14)^4	[1.10655135e-13 1.04999988e+00]	-x + cos(x - 3.14) + 3	[-5.85370617 14.53193375]	(cos(x + 3.14) + 8)^0.5	[2.6457516  2.99999997]	d	1	(cos(x + 3.14) + 8)**0.5
728	826	sim	Given the formula $$\left(- x + 3\right)^{0.5}$$ which of the following graphs represents it correctly?	x + 9	[-0.95 19.95]	-(x + 9)	[-19.95   0.95]	-((-x + 3)^0.5)	[-3.60555128 -0.        ]	(-x + 3)^0.5	[0.         3.60555128]	d	1	(-x + 3)**0.5
729	827	sim	Given the formula $$- x^{0.5} + 8 + \frac{\cos{\left (x - 1.57 \right )}}{\sin{\left (x - 3.14 \right )}} + \frac{6}{x + 4}$$ which of the following graphs represents it correctly?	8 + 7^(-sin(x - 3.14))	[ 7.73571429 15.7499458 ]	-2*sin(x - 1.57)	[-1.89999996  2.09999326]	(x + 1.0)^0.5 + sin(3.14*x)^9	[-0.28112162  4.28685809]	-x^0.5 + 8 + cos(x - 1.57)/sin(x - 3.14) + 6/(x + 4)	[0.         8.57758878]	d	1	-x**0.5 + 8 + cos(x - 1.57)/sin(x - 3.14) + 6/(x + 4)
730	828	sim	Given the formula $$\left(- x + \frac{9}{x}\right)^{0.5}$$ which of the following graphs represents it correctly?	(-x + 9/x)^0.5	[ 0.         47.42463493]	-((-x + 9/x)^0.5)	[-47.42463493  -0.        ]	-(3*x^0.5)	[-9.96117463 -0.        ]	3*x^0.5	[0.         9.96117463]	a	1	(-x + 9/x)**0.5
731	829	sim	Given the formula $$\frac{\cos{\left (x - 3.14 \right )}}{\cos{\left (x + 1.57 \right )}}$$ which of the following graphs represents it correctly?	-cos(x - 3.14) + 7	[5.70000016 8.39999842]	5*sin(x + 1.57)	[-4.74999989  5.24998316]	8*cos(x - 1.57)	[-7.5999995   8.39998392]	cos(x - 3.14)/cos(x + 1.57)	[-2173.07855346  4714.15958809]	d	1	cos(x - 3.14)/cos(x + 1.57)
732	830	sim	Given the formula $$- \sin{\left (1.57 x \right )} + 5$$ which of the following graphs represents it correctly?	x^3*cos(3.14*x)	[-949.87951664 1049.86683418]	cos(x - 3.14) + 9	[ 7.60000143 10.49999982]	-sin(1.57*x) + 5	[4.00001138 5.99998862]	sin(3.14*x) + 6	[4.75000001 7.34999999]	c	1	-sin(1.57*x) + 5
733	831	sim	Given the formula $$\cos{\left (x + 1.57 \right )} + 4$$ which of the following graphs represents it correctly?	cos(x + 1.57) + 4	[3.00000007 4.99999809]	-3/sin(x - 3.14)	[-4878.46134923   639.99253891]	x + 6 + 2^(-cos(x + 1.57))	[-2.41422933 17.52048313]	4*4^sin(sin(x))	[ 1.18349875 13.48543889]	a	1	cos(x + 1.57) + 4
734	832	sim	Given the formula $$- \sin{\left (x - 3.14 \right )} + \cos{\left (x - 3.14 \right )} + 3$$ which of the following graphs represents it correctly?	-sin(x - 3.14) + cos(x - 3.14) + 3	[1.58578674 4.41421159]	(-x + 9)^0.5 + cos(x + 3.14)	[0.         5.56393741]	-cos(3.14*x)	[-0.94995367  1.04995222]	sin(x - 1.57) + cos(1.57*x) + 8	[ 5.72631126 10.23111237]	a	1	-sin(x - 3.14) + cos(x - 3.14) + 3
735	834	sim	Given the formula $$\sin{\left (3.14 x \right )} + 1$$ which of the following graphs represents it correctly?	(x - 1/x)/(-cos(x + 1.57) + 4)	[-59.30277929  65.67647702]	-sin(1.57*x)	[-0.94998919  1.04998806]	sin(3.14*x) + 1	[1.41246859e-08 1.99999999e+00]	4*cos(1.57*x)^0.5	[0.        4.1999744]	c	1	sin(3.14*x) + 1
736	835	sim	Given the formula $$\cos^{9}{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	x + cos(x + 1.57) + 2	[-8.11745466 13.1705204 ]	x + sin(x - 1.57) + 7	[-2.05247074 18.73056995]	2*cos(1.57*x) + 8	[ 5.70002642 10.4999744 ]	cos(x - 3.14)^9	[-0.99998643  0.99999846]	d	1	cos(x - 3.14)**9
737	837	sim	Given the formula $$\cos^{0.5}{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	-sin(3.14*x) + 7	[5.70000001 8.39999999]	cos(x - 3.14)^0.5	[0.         0.99999991]	5*cos(3.14*x) + 6	[ 0.95021614 11.54974398]	(-sin(x - 1.57))^0.5 + 6	[0.         7.34999832]	b	1	cos(x - 3.14)**0.5
738	838	sim	Given the formula $$7 \cos{\left (x - 3.14 \right )} + 7$$ which of the following graphs represents it correctly?	(-sin(x - 1.57))^0.5 + 6	[0.         7.34999832]	sin(x + 3.14) + 3	[1.90000003 4.19999602]	x*cos(x + 3.14)^(-x^0.5 + 3)	[ 0.         10.80145781]	7*cos(x - 3.14) + 7	[1.05557737e-05 1.39999988e+01]	d	1	7*cos(x - 3.14) + 7
739	839	sim	Given the formula $$- \frac{2}{\sin{\left (x - 3.14 \right )}}$$ which of the following graphs represents it correctly?	-sin(3.14*x) + 7	[5.70000001 8.39999999]	9*cos(x + 3.14)	[-8.54998711  9.44999839]	x^0.5 - sin(x + 1.57) + 1	[0.         5.33744384]	-2/sin(x - 3.14)	[-3423.48164858   406.34446915]	d	1	-2/sin(x - 3.14)
740	840	sim	Given the formula $$4 \left(5 x + 2\right)^{0.5}$$ which of the following graphs represents it correctly?	-(4*(5*x + 2)^0.5)	[-28.8444102  -0.       ]	-(3*6^(x^0.5))	[-909.99890369   -0.        ]	3*6^(x^0.5)	[  0.         909.99890369]	4*(5*x + 2)^0.5	[ 0.        28.8444102]	d	1	4*(5*x + 2)**0.5
741	841	sim	Given the formula $$\sin^{8}{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	sin(x - 1.57)	[-0.94999695  1.04999998]	sin(x - 3.14)^8	[1.35673782e-26 9.99999769e-01]	2^x - sin(x + 1.57)	[-9.37827350e-01  1.07608148e+03]	x^0.5*sin(x + 3.14)	[-2.66799255  2.29227293]	b	1	sin(x - 3.14)**8
742	842	sim	Given the formula $$\cos{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	sin(1.57*x) + 0.5	[-0.47498919  1.57498806]	9*cos(x + 3.14)^0.5	[0.         9.44999919]	-sin(x + 3.14)	[-0.9499964   1.04999997]	cos(1.57*x)	[-0.99998609  0.99998781]	d	1	cos(1.57*x)
743	843	sim	Given the formula $$7 + \frac{4}{x}$$ which of the following graphs represents it correctly?	-(2*x + 4)	[-25.2  15.2]	-(7 + 4/x)	[-1006.6   992.6]	7 + 4/x	[-992.6 1006.6]	2*x + 4	[-15.2  25.2]	c	1	7 + 4/x
744	844	sim	Given the formula $$\sin^{0.5}{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	cos(3.14*x)^6	[2.14165730e-23 1.04971337e+00]	-sin(x - 1.57)*cos(3.14*x)	[-0.81004347  1.04991172]	x + cos(x + 1.57)^7	[-9.5135134  10.51468123]	sin(x + 3.14)^0.5	[0.         0.99999811]	d	1	sin(x + 3.14)**0.5
745	845	sim	Given the formula $$\sin{\left (3.14 x \right )} + \sin{\left (x - 1.57 \right )} + 9$$ which of the following graphs represents it correctly?	sin(3.14*x) + sin(x - 1.57) + 9	[ 7.02183082 10.99713422]	cos(x + 3.14)^0.5 + 4	[0.         5.24999991]	cos(x - 3.14) + 6	[4.75000143 7.34999982]	x - cos(1.57*x)^(cos(1.57*x)/x)	[-9.5036226   8.40398537]	a	1	sin(3.14*x) + sin(x - 1.57) + 9
746	846	sim	Given the formula $$\left(- \sin{\left (3.14 x \right )} + 2\right)^{0.5}$$ which of the following graphs represents it correctly?	(-sin(3.14*x) + 2)^0.5	[1.00000001 1.7320508 ]	6^cos(x - 1.57)	[0.15833335 6.29997839]	-3/sin(x - 3.14)	[-4878.46134923   639.99253891]	-8*sin(x - 1.57)	[-7.59999983  8.39997305]	a	1	(-sin(3.14*x) + 2)**0.5
747	847	sim	Given the formula $$- x + 7 \cos{\left (x + 3.14 \right )} + 7$$ which of the following graphs represents it correctly?	(8*sin(x + 3.14) + 9)^0.5	[0.95000011 4.32925705]	-x + 7*cos(x + 3.14) + 7	[-6.35630803 23.4947303 ]	2*x - cos(3.14*x)	[-19.94987952  20.18085727]	4*cos(1.57*x)^0.5	[0.        4.1999744]	b	1	-x + 7*cos(x + 3.14) + 7
748	848	sim	Given the formula $$7 \sin{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	sin(x + 3.14)^4	[1.10655135e-13 1.04999988e+00]	x - cos(x + 3.14) + 3	[-7.44629383 12.76806625]	2.0*cos(x + 3.14) + 5	[2.85000287 7.34999964]	7*sin(x + 1.57)	[-6.99999984  6.99997754]	d	1	7*sin(x + 1.57)
749	849	sim	Given the formula $$- 7 \sin{\left (x - 1.57 \right )} \sin{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	cos(x + 3.14)^8	[1.04820107e-29 1.04999857e+00]	-7*sin(x - 1.57)*sin(x + 1.57)	[4.98711046e-06 6.99999477e+00]	6 - x^(-sin(x - 1.57)^3)	[-0.28190476  6.29579752]	-x^0.5 + 5*cos(1.57*x) + 0.5	[-7.27901317  5.70847528]	b	1	-7*sin(x - 1.57)*sin(x + 1.57)
750	850	sim	Given the formula $$\left(- x + \cos{\left (x - 1.57 \right )} + 5\right)^{0.5}$$ which of the following graphs represents it correctly?	x^0.5 - sin(x + 1.57) + 1	[0.         5.33744384]	8*cos(x + 3.14)^0.5	[0.         8.39999928]	(-x + cos(x - 1.57) + 5)^0.5	[0.        3.9425059]	(cos(x - 3.14) + 6)^0.5	[2.1242649  2.77803884]	c	1	(-x + cos(x - 1.57) + 5)**0.5
751	852	sim	Given the formula $$8 \sin{\left (1.57 x \right )} \cos{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	-cos(1.57*x)	[-0.94998842  1.0499854 ]	x + cos(x - 3.14)^4	[-9.02716431 11.08415735]	8*sin(1.57*x)*cos(x - 3.14)	[-7.94535858  7.94291229]	x*cos(x + 3.14)^(-x^0.5 + 3)	[ 0.         10.80145781]	c	1	8*sin(1.57*x)*cos(x - 3.14)
752	854	sim	Given the formula $$5 \cos{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	(8 + 8/x)/cos(x - 3.14)	[-15344.76950752  12740.49334299]	(x + 1)^0.5 - sin(x + 3.14)	[-0.74135334  4.18934024]	cos(x + 3.14)^0.5 + 4	[0.         5.24999991]	5*cos(x + 1.57)	[-4.99999967  4.99999043]	d	1	5*cos(x + 1.57)
753	855	sim	Given the formula $$- \sin{\left (x - 1.57 \right )} + 8^{- \frac{1}{x} \sin{\left (x - 3.14 \right )}}$$ which of the following graphs represents it correctly?	8*(cos(x - 3.14) + 5)/x	[-7596.96551067  8396.67284723]	cos(x - 3.14)	[-0.94999857  1.04999982]	9*cos(1.57*x)	[-8.54988109  9.44988479]	-sin(x - 1.57) + 8^(-sin(x - 3.14)/x)	[-0.12587408 19.3027638 ]	d	1	-sin(x - 1.57) + 8**(-sin(x - 3.14)/x)
754	856	sim	Given the formula $$5^{\cos{\left (x + 3.14 \right )}}$$ which of the following graphs represents it correctly?	5^cos(x + 3.14)	[0.20000049 4.99999863]	7*cos(x + 1.57)	[-6.64999956  7.34998593]	-sin(x - 3.14)	[-0.94999997  1.04999602]	6/cos(x - 3.14)	[-13187.40114847  26242.211131  ]	a	1	5**cos(x + 3.14)
755	857	sim	Given the formula $$\frac{7^{\cos{\left (1.57 x \right )}} + 1}{\sin{\left (x + 3.14 \right )}}$$ which of the following graphs represents it correctly?	sin(x - 3.14)^2	[3.24225813e-07 1.04999994e+00]	x/cos(x - 3.14)	[-6223.14292432 19082.16751765]	(7^cos(1.57*x) + 1)/sin(x + 3.14)	[-3320.84465039  1429.99809909]	-cos(x - 1.57) + 4	[2.85000182 5.24999993]	c	1	(7**cos(1.57*x) + 1)/sin(x + 3.14)
756	858	sim	Given the formula $$4 x - \cos{\left (x - 1.57 \right )} - \cos{\left (x + 1.57 \right )} + 8$$ which of the following graphs represents it correctly?	4*x - cos(x - 1.57) - cos(x + 1.57) + 8	[-31.99866365  48.00133635]	3^(x^cos(x + 1.57)) + 0.5	[  0.        200.6983679]	6*sin(x + 3.14)	[-5.69999984  6.29997612]	cos(x - 1.57)^3	[-0.94999981  1.04999397]	a	1	4*x - cos(x - 1.57) - cos(x + 1.57) + 8
757	859	sim	Given the formula $$- \sin{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	8.0*x^0.5 - cos(x + 3.14)	[ 0.        25.6811986]	-sin(x + 3.14)	[-0.99999621  0.99999997]	sin(1.57*x)	[-0.94998919  1.04998806]	cos(3.14*x)	[-0.94995677  1.0499488 ]	b	1	-sin(x + 3.14)
758	862	sim	Given the formula $$\sin^{0.5}{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	4*sin(x + 3.14)^4	[4.42620539e-13 4.19999952e+00]	cos(x - 1.57)^3	[-0.94999981  1.04999397]	cos(x + 3.14)	[-0.94999857  1.04999982]	sin(3.14*x)^0.5	[0.         0.99999999]	d	1	sin(3.14*x)**0.5
759	864	sim	Given the formula $$- \sin{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	9.86*sin(x) + 1	[-8.41699369 11.40299303]	-sin(x - 1.57)	[-0.99999998  0.99999679]	-x + cos(1.57*x)	[-10.44996988   9.67552182]	8*cos(x - 1.57)	[-7.5999995   8.39998392]	b	1	-sin(x - 1.57)
760	865	sim	Given the formula $$\sin^{9}{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	3^cos(3.14*x)	[0.3166825  3.14983125]	sin(3.14*x)^9	[-0.99999987  0.99999987]	x + cos(x - 3.14)^4	[-9.02716431 11.08415735]	9*cos(1.57*x)	[-8.54988109  9.44988479]	b	1	sin(3.14*x)**9
761	866	sim	Given the formula $$\left(\frac{\left(- x + 8\right)^{0.5}}{\cos{\left (3.14 x \right )}}\right)^{0.5}$$ which of the following graphs represents it correctly?	sin(1.57*x) + 4	[2.85001081 5.24998806]	0.5*sin(3.14*x) + 2	[1.42500001 2.62499999]	4/(cos(x - 1.57) + 6)	[0.54285729 0.83999999]	((-x + 8)^0.5/cos(3.14*x))^0.5	[  0.         131.70585725]	d	1	((-x + 8)**0.5/cos(3.14*x))**0.5
762	868	sim	Given the formula $$- \sin{\left (1.57 x \right )} + 2$$ which of the following graphs represents it correctly?	-cos(x + 3.14)^5 + 4	[2.85000081 5.24999208]	7^sin(3.14*x)	[0.13571429 7.3499998 ]	2*cos(cos(x)) + 2	[2.92657447 4.19999859]	-sin(1.57*x) + 2	[1.00001138 2.99998862]	d	1	-sin(1.57*x) + 2
763	869	sim	Given the formula $$\frac{7 x^{0.5}}{- x + 5} + 7$$ which of the following graphs represents it correctly?	7*x^0.5/(-x + 5) + 7	[-2602.26725346  7828.54202188]	-(7*x^0.5/(-x + 5) + 7)	[-7828.54202188  2602.26725346]	2*(-x)^0.5	[0.         6.64078309]	-(2*(-x)^0.5)	[-6.64078309 -0.        ]	a	1	7*x**0.5/(-x + 5) + 7
764	870	sim	Given the formula $$\sin{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	cos(3.14*x)^0.5	[0.        1.0499744]	sin(x + 1.57)	[-0.99999998  0.99999679]	sin(x - 3.14)^6	[3.77655274e-20 1.04999982e+00]	-sin(3.14*x) + 7	[5.70000001 8.39999999]	b	1	sin(x + 1.57)
765	872	sim	Given the formula $$\sin{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	cos(x - 1.57)^0.5	[0.         1.04999899]	sin(x - 1.57)	[-0.99999679  0.99999998]	x/cos(x - 3.14)	[-6223.14292432 19082.16751765]	4*cos(x + 1.57)	[-3.79999975  4.19999196]	b	1	sin(x - 1.57)
766	873	sim	Given the formula $$- x^{3}$$ which of the following graphs represents it correctly?	-x^3	[-1000.  1000.]	x^2 + 2	[  1.90001521 107.1       ]	-(-x^3)	[-1000.  1000.]	-(x^2 + 2)	[-107.1          -1.90001521]	a	1	-x**3
767	874	sim	Given the formula $$x$$ which of the following graphs represents it correctly?	(x + 7)^0.5	[0.         4.32926091]	-(x)	[-10.  10.]	x	[-10.  10.]	-((x + 7)^0.5)	[-4.32926091 -0.        ]	c	1	x
768	875	sim	Given the formula $$\cos{\left (x + 1.57 \right )} + 7$$ which of the following graphs represents it correctly?	cos(x + 1.57) + 7	[6.00000007 7.99999809]	9^((-sin(x - 3.14))^0.5)	[0.         9.44996066]	-(x^7)^0.5 + sin(x - 3.14)	[-3003.64568823     0.        ]	9*cos(3.14*x)	[-8.54961096  9.44953917]	a	1	cos(x + 1.57) + 7
769	876	sim	Given the formula $$- \left(x + 7\right)^{0.5} - \left(x + 8\right)^{0.5} - \sin{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	-(x + 7)^0.5 - (x + 8)^0.5 - sin(3.14*x)	[-9.0032461  0.       ]	cos(x + 3.14)	[-0.94999857  1.04999982]	4*cos(1.57*x)	[-3.79994715  4.1999488 ]	8*sin(1.57*x) + 4	[-3.79991355 12.59990444]	a	1	-(x + 7)**0.5 - (x + 8)**0.5 - sin(3.14*x)
770	877	sim	Given the formula $$\sin{\left (x - 3.14 \right )} + 3$$ which of the following graphs represents it correctly?	sin(x - 3.14) + 3	[2.00000379 3.99999997]	3^sin(1.57*x)	[0.31667062 3.14996063]	-sin(x + 3.14) + 5/(x + 1)	[-1079.91609627  1456.86759687]	cos(x - 1.57) + 1	[6.29688190e-08 2.09999799e+00]	a	1	sin(x - 3.14) + 3
771	878	sim	Given the formula $$\cos^{0.5}{\left (x + 3.14 \right )} + 6$$ which of the following graphs represents it correctly?	sin(x + 1.57) + 2	[0.95000002 3.14999663]	cos(x + 3.14)^0.5 + 6	[0.         6.99999991]	3^cos(x - 3.14) + 8	[ 7.91666719 11.54999941]	9^((-sin(x - 3.14))^0.5)	[0.         9.44996066]	b	1	cos(x + 3.14)**0.5 + 6
772	880	sim	Given the formula $$5 \left(\frac{1}{x + 3}\right)^{0.5}$$ which of the following graphs represents it correctly?	2*(-x + 1)/(-x + 8)	[-16616.45000002   2042.95      ]	-(5*(1/(x + 3))^0.5)	[-94.47221814  -0.        ]	5*(1/(x + 3))^0.5	[ 0.         94.47221814]	-(2*(-x + 1)/(-x + 8))	[-2042.95       16616.45000002]	c	1	5*(1/(x + 3))**0.5
773	881	sim	Given the formula $$\sin{\left (3.14 x \right )} \sin{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	sin(3.14*x)*sin(x + 3.14)	[-0.81708909  0.99786172]	6 - x^(-sin(x - 1.57)^3)	[-0.28190476  6.29579752]	6*(-x + 1)^sin(x - 1.57)	[  0.         133.45799909]	cos(3.14*x) + 7	[5.70004323 8.3999488 ]	a	1	sin(3.14*x)*sin(x + 3.14)
774	882	sim	Given the formula $$- \cos^{9}{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	cos(x - 3.14)^6	[1.81871375e-22 1.04999892e+00]	6*x/(cos(x - 1.57) + 4)	[-15.28267859  18.23280222]	-cos(x + 3.14)^9	[-0.99999846  0.99998643]	-cos(x - 3.14)/(-x + 5)	[-46.04660155 148.65767266]	c	1	-cos(x + 3.14)**9
775	883	sim	Given the formula $$\left(\frac{x}{- x + 4}\right)^{0.5}$$ which of the following graphs represents it correctly?	x^2 + 1.0	[  0.95001521 106.05      ]	-((x/(-x + 4))^0.5)	[-40.80441153  -0.        ]	(x/(-x + 4))^0.5	[ 0.         40.80441153]	-(x^2 + 1.0)	[-106.05         -0.95001521]	c	1	(x/(-x + 4))**0.5
776	884	sim	Given the formula $$- 7^{\cos{\left (x + 1.57 \right )}} \sin{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	9*x^2 + 2 + 2*x^(-cos(x))	[  0.         961.59742344]	5*sin(x + 3.14) + 6	[ 0.95000014 11.5499801 ]	-7^cos(x + 1.57)*sin(x - 1.57)	[-2.84964949  2.86078174]	-sin(x - 1.57)	[-0.94999998  1.04999663]	c	1	-7**cos(x + 1.57)*sin(x - 1.57)
777	885	sim	Given the formula $$2 \cos^{8}{\left (x + 1.57 \right )} + 9$$ which of the following graphs represents it correctly?	5^(-sin(x - 3.14))	[0.19000001 5.24996798]	7*sin(x + 1.57)	[-6.64999985  7.34997642]	cos(1.57*x)^9 + cos(x - 3.14)	[-1.86493201  1.74912454]	2*cos(x + 1.57)^8 + 9	[ 9.         10.99999894]	d	1	2*cos(x + 1.57)**8 + 9
778	886	sim	Given the formula $$- \sin{\left (x + 3.14 \right )} + 6$$ which of the following graphs represents it correctly?	sin(x + 3.14)	[-0.94999997  1.04999602]	-sin(x + 3.14) + 6	[5.00000379 6.99999997]	sin(x + 3.14)^0.5	[0.         1.04999801]	4*sin(x + 3.14) + 6	[ 1.90000011 10.49998408]	b	1	-sin(x + 3.14) + 6
779	887	sim	Given the formula $$- \sin{\left (x - 3.14 \right )} + 2$$ which of the following graphs represents it correctly?	-sin(x - 1.57) + 5	[3.80000002 6.29999663]	9^sin(x + 1.57)	[0.10555556 9.44993339]	4*sin(x + 3.14)^4	[4.42620539e-13 4.19999952e+00]	-sin(x - 3.14) + 2	[1.00000003 2.99999621]	d	1	-sin(x - 3.14) + 2
780	888	sim	Given the formula $$- \sin{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	(-x + 9)^0.5 + cos(x + 3.14)	[0.         5.56393741]	-sin(x - 3.14)	[-0.99999997  0.99999621]	x*cos(x + 1.57)	[-7.52158727  5.71923569]	-x^0.5*sin(x - 3.14)	[-2.07328824  2.94822078]	b	1	-sin(x - 3.14)
781	889	sim	Given the formula $$\cos^{8}{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	cos(x - 3.14)^5	[-0.94999284  1.0499991 ]	4/(cos(x - 1.57) + 6)	[0.54285729 0.83999999]	5^(-sin(x - 3.14))	[0.19000001 5.24996798]	cos(x - 3.14)^8	[1.10336955e-29 9.99998635e-01]	d	1	cos(x - 3.14)**8
782	891	sim	Given the formula $$\sin^{0.5}{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	x + 6 + 2^(-cos(x + 1.57))	[-2.41422933 17.52048313]	sin(x - 3.14)^0.5	[0.         0.99999999]	7*sin(x + 3.14)	[-6.64999981  7.34997215]	4 + 5*sin(3.14*x)/x	[ 0.56005648 20.68456623]	b	1	sin(x - 3.14)**0.5
783	892	sim	Given the formula $$9 x^{3}$$ which of the following graphs represents it correctly?	-(8.0*x + 9)	[-93.45  67.45]	8.0*x + 9	[-67.45  93.45]	-(9*x^3)	[-9000.  9000.]	9*x^3	[-9000.  9000.]	d	1	9*x**3
784	893	sim	Given the formula $$\sin^{2}{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	sin(x - 1.57)^2	[1.32565930e-07 9.99999955e-01]	-x/sin(x - 3.14)	[-15324.49843596   3804.13832643]	9^((-sin(x - 3.14))^0.5)	[0.         9.44996066]	5*cos(x - 1.57) + 2	[-2.84999969  7.34998995]	a	1	sin(x - 1.57)**2
785	895	sim	Given the formula $$5 x + 6$$ which of the following graphs represents it correctly?	5*x + 6	[-44.  56.]	-(4*x + 5)	[-47.25  33.25]	-(5*x + 6)	[-56.  44.]	4*x + 5	[-33.25  47.25]	a	1	5*x + 6
786	896	sim	Given the formula $$- \sin^{7}{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	-sin(x - 1.57) + 5	[3.80000002 6.29999663]	x + 6 + 2^(-cos(x + 1.57))	[-2.41422933 17.52048313]	-sin(x - 3.14)^7	[-0.9999998   0.99997347]	-sin(x - 3.14) + 6	[4.75000003 7.34999602]	c	1	-sin(x - 3.14)**7
787	897	sim	Given the formula $$\left(\cos{\left (1.57 x \right )} + 5\right)^{0.5}$$ which of the following graphs represents it correctly?	(cos(1.57*x) + 5)^0.5	[2.00000348 2.44948725]	4*sin(x + 3.14) + 6	[ 1.90000011 10.49998408]	5*cos(x + 1.57)	[-4.74999969  5.24998995]	sin(x - 1.57)^4	[1.66950396e-14 1.04999991e+00]	a	1	(cos(1.57*x) + 5)**0.5
788	899	sim	Given the formula $$\cos{\left (x + 1.57 \right )} + 2$$ which of the following graphs represents it correctly?	2*x - cos(3.14*x)	[-19.94987952  20.18085727]	2*x + sin(x - 3.14) + 1	[-18.56554987  22.62262461]	8*x + cos(x)	[-76.79711795  83.11897489]	cos(x + 1.57) + 2	[1.00000007 2.99999809]	d	1	cos(x + 1.57) + 2
789	900	sim	Given the formula $$2 x + 5$$ which of the following graphs represents it correctly?	-(2*x + 5)	[-25.  15.]	2*x + 5	[-15.  25.]	-(-x^2 + 8)	[-8.39998319 87.4       ]	-x^2 + 8	[-87.4          8.39998319]	b	1	2*x + 5
790	901	sim	Given the formula $$3 \left(- \sin{\left (x - 1.57 \right )}\right)^{0.5}$$ which of the following graphs represents it correctly?	-x + cos(x - 1.57) + 7 + 3/x	[-705.56424348  794.53583612]	(-sin(x + 1.57) + 1)^0.5	[0.00170153 1.48492423]	3*(-sin(x - 1.57))^0.5	[0.         2.99999519]	-sin(x - 1.57)	[-0.94999998  1.04999663]	c	1	3*(-sin(x - 1.57))**0.5
791	902	sim	Given the formula $$4 x + \sin{\left (3.14 x \right )} + 6$$ which of the following graphs represents it correctly?	4*x + sin(3.14*x) + 6	[-33.98407414  45.98407414]	cos(x - 3.14) + 8	[6.65000143 9.44999982]	x^0.5 - sin(x + 1.57) + 1	[0.         5.33744384]	-sin(x + 3.14) + 6	[4.7500036  7.34999997]	a	1	4*x + sin(3.14*x) + 6
792	904	sim	Given the formula $$\cos{\left (x - 1.57 \right )} + \cos{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	(-sin(x - 1.57))^0.5 + 6	[0.         7.34999832]	cos(x - 3.14) + 3	[1.90000143 4.19999982]	cos(x - 1.57) + cos(x + 3.14)	[-1.41251836  1.41252322]	4/cos(x + 3.14)	[-8791.60076565 17494.80742067]	c	1	cos(x - 1.57) + cos(x + 3.14)
793	907	sim	Given the formula $$2 \left(\frac{1}{- x + 8}\right)^{0.5}$$ which of the following graphs represents it correctly?	-(1/(4^x + x))	[ -79.29799271 2804.46355759]	1/(4^x + x)	[-2804.46355759    79.29799271]	2*(1/(-x + 8))^0.5	[ 0.         70.69653457]	-(2*(1/(-x + 8))^0.5)	[-70.69653457  -0.        ]	c	1	2*(1/(-x + 8))**0.5
794	908	sim	Given the formula $$- \sin{\left (x - 1.57 \right )} \cos{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	-sin(x - 1.57)*cos(3.14*x)	[-0.85267734  0.99991592]	cos(3.14*x) + 2	[0.95004323 3.1499488 ]	x*cos(x - 3.14) - x + 6	[-6.52577354 19.81919166]	-sin(3.14*x)	[-0.94999999  1.04999999]	a	1	-sin(x - 1.57)*cos(3.14*x)
795	909	sim	Given the formula $$\sin{\left (3.14 x \right )} + 7$$ which of the following graphs represents it correctly?	-sin(x + 3.14)	[-0.9499964   1.04999997]	(-sin(x - 3.14))^0.5	[0.         1.04999801]	-cos(x - 1.57) + 3	[1.90000182 4.19999993]	sin(3.14*x) + 7	[6.00000001 7.99999999]	d	1	sin(3.14*x) + 7
796	910	sim	Given the formula $$\sin{\left (3.14 x \right )} + 8$$ which of the following graphs represents it correctly?	sin(3.14*x) + 8	[7.00000001 8.99999999]	-2*sin(x - 1.57)	[-1.89999996  2.09999326]	7*cos(x + 3.14)	[-6.64998997  7.34999875]	8*cos(3.14*x)	[-7.59965418  8.39959037]	a	1	sin(3.14*x) + 8
797	912	sim	Given the formula $$\frac{\cos{\left (1.57 x \right )}}{\sin{\left (3.14 x \right )}}$$ which of the following graphs represents it correctly?	cos(x + 1.57)^(sin(x + 1.57) + 8)	[0.         1.04998392]	-sin(x - 1.57) + 3	[1.90000002 4.19999663]	cos(1.57*x)/sin(3.14*x)	[-101.25784554  101.25784554]	7*sin(3.14*x) + 8	[ 0.95000009 15.7499999 ]	c	1	cos(1.57*x)/sin(3.14*x)
798	913	sim	Given the formula $$\sin{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	6*x/(cos(x - 1.57) + 4)	[-15.28267859  18.23280222]	-x^0.5 + 5*cos(1.57*x) + 0.5	[-7.27901317  5.70847528]	-x - cos(x - 3.14) + 4	[-6.49629383 13.81806625]	sin(x - 3.14)	[-0.99999621  0.99999997]	d	1	sin(x - 3.14)
799	914	sim	Given the formula $$\left(\sin{\left (3.14 x \right )} + 3\right)^{0.5}$$ which of the following graphs represents it correctly?	x^(0.5*sin(x + 1.57)) + sin(x - 1.57)	[-0.88989292  1.64920643]	-sin(1.57*x)	[-0.94998919  1.04998806]	(sin(3.14*x) + 3)^0.5	[1.41421357 2.        ]	4*sin(x + 3.14) + 6	[ 1.90000011 10.49998408]	c	1	(sin(3.14*x) + 3)**0.5
800	915	sim	Given the formula $$- \sin{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	7^sin(x + 3.14)	[0.13571429 7.3499458 ]	cos(1.57*x)^0.5	[0.        1.0499936]	-sin(3.14*x)	[-0.99999999  0.99999999]	-sin(1.57*x)	[-0.94998919  1.04998806]	c	1	-sin(3.14*x)
801	916	sim	Given the formula $$\sin{\left (x + 1.57 \right )} + \cos{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	sin(x + 1.57) + cos(1.57*x)	[-1.88195248  1.99997513]	8*sin(x + 3.14)	[-7.59999978  8.39996817]	x*cos(x - 3.14) + 5	[-4.25489013 15.19949581]	cos(x - 1.57)^3	[-0.94999981  1.04999397]	a	1	sin(x + 1.57) + cos(1.57*x)
802	917	sim	Given the formula $$x + 8$$ which of the following graphs represents it correctly?	-(3*x^2 + 1)	[-316.05         -0.95004564]	x + 8	[-2. 18.]	-(x + 8)	[-18.   2.]	3*x^2 + 1	[  0.95004564 316.05      ]	b	1	x + 8
803	918	sim	Given the formula $$6.0 x^{0.5} + 9$$ which of the following graphs represents it correctly?	-(6.0*x^0.5 + 9)	[-27.97366596  -0.        ]	-(8*x + 2)	[-86.1  74.1]	6.0*x^0.5 + 9	[ 0.         27.97366596]	8*x + 2	[-74.1  86.1]	c	1	6.0*x**0.5 + 9
804	919	sim	Given the formula $$- x^{0.5} + 6 x + \cos{\left (x + 3.14 \right )} + 1$$ which of the following graphs represents it correctly?	-x^0.5 + 6*x + cos(x + 3.14) + 1	[-3.92457008e-02  5.86776592e+01]	cos(3.14*x) + 3	[1.90004323 4.1999488 ]	sin(3.14*x)^6	[7.15951170e-13 1.04999991e+00]	x + sin(x + 1.57) + 1	[-9.34670614 10.66852029]	a	1	-x**0.5 + 6*x + cos(x + 3.14) + 1
805	920	sim	Given the formula $$\cos{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	(x - 6*sin(x - 1.57))^0.5	[0.        3.6923419]	cos(x - 1.57)	[-0.99999993  0.99999809]	9*cos(x + 3.14)^0.5	[0.         9.44999919]	sin(x + 3.14)^4	[1.10655135e-13 1.04999988e+00]	b	1	cos(x - 1.57)
806	921	sim	Given the formula $$\cos^{7}{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	9*cos(x - 1.57) + 7*cos(x + 3.14)	[-10.81911703  11.95793985]	sin(x - 3.14)	[-0.9499964   1.04999997]	cos(1.57*x)^7	[-0.99990265  0.99991466]	4*4^sin(sin(x))	[ 1.18349875 13.48543889]	c	1	cos(1.57*x)**7
807	922	sim	Given the formula $$\left(3 + \frac{1}{x}\right)^{0.5}$$ which of the following graphs represents it correctly?	(x^2)^0.5	[3.80152061e-03 1.05000000e+01]	-((3 + 1/x)^0.5)	[-15.90282994  -0.        ]	(3 + 1/x)^0.5	[ 0.         15.90282994]	-((x^2)^0.5)	[-1.05000000e+01 -3.80152061e-03]	c	1	(3 + 1/x)**0.5
808	923	sim	Given the formula $$\sin{\left (1.57 x \right )} + \frac{8}{x^{0.5} + 7}$$ which of the following graphs represents it correctly?	3*sin(3.14*x)	[-2.84999996  3.14999996]	sin(1.57*x) + 8/(x^0.5 + 7)	[-0.17071676  2.00076653]	4*sin(x + 1.57)	[-3.79999991  4.19998653]	sin(x - 1.57) + cos(1.57*x) + 8	[ 5.72631126 10.23111237]	b	1	sin(1.57*x) + 8/(x**0.5 + 7)
809	924	sim	Given the formula $$\left(- x^{0.5} + 7\right)^{0.5} + \cos{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	2/sin(x + 3.14)	[-3252.30756617   426.6616926 ]	-x + cos(1.57*x) + 8	[-2.84996988 18.07552182]	4*cos(x - 3.14)	[-3.79999427  4.19999928]	(-x^0.5 + 7)^0.5 + cos(x - 1.57)	[0.         3.40084277]	d	1	(-x**0.5 + 7)**0.5 + cos(x - 1.57)
810	925	sim	Given the formula $$- \sin{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	-6*sin(x - 1.57)/x	[-1424.42268287  1574.35187895]	sin(x + 3.14)	[-0.94999997  1.04999602]	-cos(x - 1.57) + 5	[3.80000182 6.29999993]	-sin(1.57*x)	[-0.99998862  0.99998862]	d	1	-sin(1.57*x)
811	926	sim	Given the formula $$\cos^{5}{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	cos(1.57*x)^(-sin(x - 1.57) + 3)	[0.         1.04996356]	-sin(x + 3.14)	[-0.9499964   1.04999997]	cos(x + 3.14)^5	[-0.99999246  0.99999915]	x - cos(3.14*x) + 2	[-8.54987952 12.65843224]	c	1	cos(x + 3.14)**5
812	927	sim	Given the formula $$9 \cos{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	-cos(3.14*x)	[-0.94995367  1.04995222]	9*cos(x + 1.57)	[-8.9999994   8.99998277]	(cos(x - 3.14) + 6)^0.5	[2.1242649  2.77803884]	x + cos(x + 1.57) + 2	[-8.11745466 13.1705204 ]	b	1	9*cos(x + 1.57)
813	928	sim	Given the formula $$- \frac{8}{\sin{\left (x - 3.14 \right )}}$$ which of the following graphs represents it correctly?	3*x + sin(3.14*x) + 3	[-25.63487043  34.63327784]	-8/sin(x - 3.14)	[-13693.92659433   1625.37787659]	-x^0.5 + 5*cos(1.57*x) + 0.5	[-7.27901317  5.70847528]	-sin(x + 3.14) + cos(x + 1.57)^7	[-0.58925799  0.65129424]	b	1	-8/sin(x - 3.14)
814	930	sim	Given the formula $$- \sin{\left (x - 3.14 \right )} + 3$$ which of the following graphs represents it correctly?	4/cos(x + 3.14)	[-8791.60076565 17494.80742067]	-sin(x - 3.14) + 3	[2.00000003 3.99999621]	x - cos(1.57*x)^(cos(1.57*x)/x)	[-9.5036226   8.40398537]	cos(3.14*x)^0.5	[0.        1.0499744]	b	1	-sin(x - 3.14) + 3
815	931	sim	Given the formula $$\sin{\left (x + 1.57 \right )} + 3$$ which of the following graphs represents it correctly?	cos(x + 1.57) + 9	[ 7.60000006 10.49999799]	sin(x + 1.57) + 7	[5.70000002 8.39999663]	x^cos(x - 1.57)	[0.        8.2779039]	sin(x + 1.57) + 3	[2.00000002 3.99999679]	d	1	sin(x + 1.57) + 3
816	932	sim	Given the formula $$- \sin{\left (x + 3.14 \right )} + \cos{\left (x + 3.14 \right )} + 6$$ which of the following graphs represents it correctly?	x^0.5 + cos(x + 3.14) + 2	[0.         6.38758128]	-sin(x + 3.14) + cos(x + 3.14) + 6	[4.58579207 7.41421354]	-sin(3.14*x) + 7	[5.70000001 8.39999999]	2*x - cos(3.14*x)	[-19.94987952  20.18085727]	b	1	-sin(x + 3.14) + cos(x + 3.14) + 6
817	934	sim	Given the formula $$\cos^{7}{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	cos(x - 1.57) + 2	[0.95000006 3.14999799]	-9*sin(x - 1.57)	[-8.54999981  9.44996968]	-x^0.5 + 5*cos(1.57*x) + 0.5	[-7.27901317  5.70847528]	cos(x - 3.14)^7	[-0.99998944  0.99999881]	d	1	cos(x - 3.14)**7
818	937	sim	Given the formula $$- \cos{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	x + sin(3.14*x) + 8	[-1.88487043 18.88327784]	-cos(x + 3.14)	[-0.99999983  0.99999849]	8*7^sin(x - 1.57)	[ 1.08572106 58.79999743]	8*(x^2)^0.5*cos(x + 1.57)	[-60.17269816  66.49362436]	b	1	-cos(x + 3.14)
819	938	sim	Given the formula $$\cos^{0.5}{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	-cos(x - 1.57) + 1	[1.81871227e-06 2.09999993e+00]	-x + cos(x - 1.57) + 7 + 3/x	[-705.56424348  794.53583612]	x^0.5*sin(x + 3.14)	[-2.66799255  2.29227293]	cos(3.14*x)^0.5	[0.         0.99997562]	d	1	cos(3.14*x)**0.5
820	939	sim	Given the formula $$\cos{\left (x + 1.57 \right )} + 5$$ which of the following graphs represents it correctly?	sin(x + 1.57)	[-0.94999998  1.04999663]	8^(0.5*sin(x + 1.57))	[0.33587573 2.96983858]	cos(x + 1.57) + 5	[4.00000007 5.99999809]	sin(1.57*x) + 0.5	[-0.47498919  1.57498806]	c	1	cos(x + 1.57) + 5
821	940	sim	Given the formula $$\cos{\left (x - 3.14 \right )} \cos{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	(x + 7)^0.5 + cos(x - 1.57)	[-0.58979035  5.10549255]	cos(x - 3.14)*cos(x - 1.57)	[-0.49960179  0.50039706]	cos(x - 1.57)^3	[-0.94999981  1.04999397]	7/cos(3.14*x)	[-13188.5184621  43730.3490425]	b	1	cos(x - 3.14)*cos(x - 1.57)
822	941	sim	Given the formula $$\cos{\left (x + 1.57 \right )} + 3$$ which of the following graphs represents it correctly?	cos(3.14*x)^0.5	[0.        1.0499744]	cos(x + 1.57) + 3	[2.00000007 3.99999809]	6*x*sin(x + 3.14)	[-45.13414982  34.35747655]	x + sin(3.14*x) + 8	[-1.88487043 18.88327784]	b	1	cos(x + 1.57) + 3
823	943	sim	Given the formula $$- \cos{\left (x + 3.14 \right )} + 6$$ which of the following graphs represents it correctly?	9*x^2 + 2 + 2*x^(-cos(x))	[  0.         961.59742344]	4*sin(x + 3.14) + 6	[ 1.90000011 10.49998408]	-cos(x + 3.14) + 6	[5.00000017 6.99999849]	(-sin(x + 1.57) + 1)^0.5	[0.00170153 1.48492423]	c	1	-cos(x + 3.14) + 6
824	944	sim	Given the formula $$\left(5 \cos{\left (3.14 x \right )} + 2\right)^{0.5}$$ which of the following graphs represents it correctly?	sin(x + 1.57) + 7	[5.70000002 8.39999663]	-x - cos(x - 3.14) + 4	[-6.49629383 13.81806625]	9*cos(x + 3.14)^0.5	[0.         9.44999919]	(5*cos(3.14*x) + 2)^0.5	[0.         2.64570523]	d	1	(5*cos(3.14*x) + 2)**0.5
825	945	sim	Given the formula $$\sin{\left (x + 1.57 \right )} + 4$$ which of the following graphs represents it correctly?	x^0.5 + cos(x + 1.57) + 4	[0.         8.09091194]	3*cos(3.14*x) + 7	[ 3.80012968 10.49984639]	sin(x + 1.57) + 4	[3.00000002 4.99999679]	9*x + cos(x + 3.14) + 9	[-76.15370617 104.83193375]	c	1	sin(x + 1.57) + 4
826	947	sim	Given the formula $$\left(x + 4\right)^{0.5}$$ which of the following graphs represents it correctly?	(x + 4)^0.5	[0.         3.74165739]	3 + 1/x	[-234.555  265.545]	-(3 + 1/x)	[-265.545  234.555]	-((x + 4)^0.5)	[-3.74165739 -0.        ]	a	1	(x + 4)**0.5
827	948	sim	Given the formula $$\sin{\left (x + 3.14 \right )} + \cos{\left (x - 3.14 \right )} + 6$$ which of the following graphs represents it correctly?	4 + 5*sin(3.14*x)/x	[ 0.56005648 20.68456623]	x + 6*cos(x + 1.57) + 5	[-7.85472795 19.17312241]	sin(x + 3.14) + cos(x - 3.14) + 6	[4.58804414 7.41195941]	cos(x - 1.57)^0.5	[0.         1.04999899]	c	1	sin(x + 3.14) + cos(x - 3.14) + 6
828	949	sim	Given the formula $$\sin^{0.5}{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	5*cos(3.14*x) + 6	[ 0.95021614 11.54974398]	x - sin(3.14*x)^7 + 2	[-8.08647753 13.13768569]	5*cos(x - 3.14)	[-4.74999284  5.2499991 ]	sin(1.57*x)^0.5	[0.         0.99999431]	d	1	sin(1.57*x)**0.5
829	950	sim	Given the formula $$\frac{\cos{\left (x + 1.57 \right )}}{\sin{\left (x + 3.14 \right )}}$$ which of the following graphs represents it correctly?	x + 8*8^(-sin(x))	[-7.04803891 72.15166941]	cos(x + 1.57)/sin(x + 3.14)	[-0.36310502  1.45854238]	sin(x + 1.57)^cos(x - 3.14)	[0.         1.52028672]	-cos(x + 1.57)^4 + 6	[4.75000025 6.3       ]	b	1	cos(x + 1.57)/sin(x + 3.14)
830	951	sim	Given the formula $$x \sin{\left (3.14 x \right )} + 2$$ which of the following graphs represents it correctly?	x*sin(3.14*x) + 2	[-7.5095162  10.50983788]	x + sin(x + 1.57) + 1	[-9.34670614 10.66852029]	8*cos(x + 3.14)^sin(cos(x + 3.14))	[0.         8.39999879]	8*sin(1.57*x)	[-7.59991355  8.39990444]	a	1	x*sin(3.14*x) + 2
831	953	sim	Given the formula $$\sin{\left (1.57 x \right )} + \cos{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	8*sin(x + 1.57)	[-7.59999983  8.39997305]	2*cos(cos(x)) + 2	[2.92657447 4.19999859]	sin(1.57*x)	[-0.94998919  1.04998806]	sin(1.57*x) + cos(x - 3.14)	[-1.81797895  1.99285276]	d	1	sin(1.57*x) + cos(x - 3.14)
832	954	sim	Given the formula $$\left(- \sin{\left (x - 3.14 \right )}\right)^{0.5}$$ which of the following graphs represents it correctly?	-sin(x - 1.57) + 5	[3.80000002 6.29999663]	(-sin(x - 1.57))^0.5 + 6	[0.         7.34999832]	sin(x - 3.14) + 3	[1.9000036  4.19999997]	(-sin(x - 3.14))^0.5	[0.         0.99999811]	d	1	(-sin(x - 3.14))**0.5
833	955	sim	Given the formula $$- \cos{\left (x - 1.57 \right )} + 2$$ which of the following graphs represents it correctly?	4*sin(3.14*x)	[-3.79999995  4.19999994]	-cos(x - 1.57) + 2	[1.00000191 2.99999993]	2/sin(x + 3.14)	[-3252.30756617   426.6616926 ]	9*cos(x + 3.14)^0.5	[0.         9.44999919]	b	1	-cos(x - 1.57) + 2
834	958	sim	Given the formula $$- \sin^{0.5}{\left (3.14 x \right )} \sin{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	6*x/(cos(x - 1.57) + 4)	[-15.28267859  18.23280222]	-sin(3.14*x)^0.5*sin(x + 3.14)	[-0.99801303  0.83267982]	7*cos(x + 1.57)	[-6.64999956  7.34998593]	-sin(x - 3.14) + cos(3.14*x) + 1	[-0.91347204  3.13904468]	b	1	-sin(3.14*x)**0.5*sin(x + 3.14)
835	959	sim	Given the formula $$9 x^{0.5} + 8$$ which of the following graphs represents it correctly?	-(2/(-x^x + 5))	[-53.13367736  61.95979979]	9*x^0.5 + 8	[ 0.         36.46049894]	2/(-x^x + 5)	[-61.95979979  53.13367736]	-(9*x^0.5 + 8)	[-36.46049894  -0.        ]	b	1	9*x**0.5 + 8
836	960	sim	Given the formula $$7 \sin^{8}{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	8*x + 8*sin(1.57*x)	[-77.63620858  85.80844107]	-x + cos(x + 1.57)	[-8.98381487  9.92807643]	-7*sin(x - 3.14) + 8	[ 0.95000019 15.74997215]	7*sin(3.14*x)^8	[4.80077226e-16 6.99999921e+00]	d	1	7*sin(3.14*x)**8
837	961	sim	Given the formula $$x^{2} + 3$$ which of the following graphs represents it correctly?	x^2 + 3	[  3.00001601 103.        ]	8 + 8/x	[-1891.64  2107.56]	-(x^2 + 3)	[-103.           -3.00001601]	-(8 + 8/x)	[-2107.56  1891.64]	a	1	x**2 + 3
838	962	sim	Given the formula $$2 \cos{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	9.86*sin(x) + 1	[-8.41699369 11.40299303]	2*cos(x + 3.14)	[-1.99999698  1.99999966]	sin(x + 3.14)^0.5	[0.         1.04999801]	sin(x - 3.14)	[-0.9499964   1.04999997]	b	1	2*cos(x + 3.14)
839	963	sim	Given the formula $$- 8 \sin{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	7/cos(3.14*x)	[-13188.5184621  43730.3490425]	cos(x + 3.14)^0.5	[0.         1.04999991]	-8*sin(x - 3.14)	[-7.99999977  7.99996968]	-sin(x + 3.14) + cos(x + 1.57)^7	[-0.58925799  0.65129424]	c	1	-8*sin(x - 3.14)
840	964	sim	Given the formula $$\sin^{0.5}{\left (x + 1.57 \right )} - \cos{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	cos(x + 3.14) + 2	[0.95000143 3.14999982]	cos(1.57*x)^3	[-0.94996036  1.0499616 ]	-x + cos(x + 1.57)	[-8.98381487  9.92807643]	sin(x + 1.57)^0.5 - cos(3.14*x)	[-0.80328833  1.87414281]	d	1	sin(x + 1.57)**0.5 - cos(3.14*x)
841	965	sim	Given the formula $$\sin^{0.5}{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	cos(x - 1.57) + 1	[6.29688190e-08 2.09999799e+00]	sin(x - 1.57)^0.5	[0.         0.99999999]	-cos(x - 1.57) + 5	[3.80000182 6.29999993]	sin(x - 3.14) + 3	[1.9000036  4.19999997]	b	1	sin(x - 1.57)**0.5
842	966	sim	Given the formula $$\cos{\left (x - 1.57 \right )} \cos{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	cos(3.14*x)^0.5	[0.        1.0499744]	5*cos(x - 1.57) + 2	[-2.84999969  7.34998995]	(-x + 9)^0.5 + cos(x + 3.14)	[0.         5.56393741]	cos(x - 1.57)*cos(x + 3.14)	[-0.50119426  0.49880541]	d	1	cos(x - 1.57)*cos(x + 3.14)
843	967	sim	Given the formula $$\left(x + 6\right)^{2} \cos{\left (x - 1.57 \right )} + \cos{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	(x + 6)^2*cos(x - 1.57) + cos(3.14*x)	[-138.44053987  194.892044  ]	8*7^sin(x - 1.57)	[ 1.08572106 58.79999743]	8 + 7^(-sin(x - 3.14))	[ 7.73571429 15.7499458 ]	7*sin(3.14*x) + 8	[ 0.95000009 15.7499999 ]	a	1	(x + 6)**2*cos(x - 1.57) + cos(3.14*x)
844	968	sim	Given the formula $$- \frac{3}{\sin{\left (x - 1.57 \right )}}$$ which of the following graphs represents it correctly?	-3/sin(x - 1.57)	[-8239.5841391    638.04939173]	9*x^2 + cos(x + 1.57)	[-2.55042721e-02  9.45570520e+02]	cos(3.14*x) + 2	[0.95004323 3.1499488 ]	sin(1.57*x)	[-0.94998919  1.04998806]	a	1	-3/sin(x - 1.57)
845	969	sim	Given the formula $$\cos{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	cos(x - 3.14)	[-0.99999849  0.99999983]	sin(1.57*x) + 4	[2.85001081 5.24998806]	2*sin(1.57*x)	[-1.89997839  2.09997611]	3*sin(3.14*x)	[-2.84999996  3.14999996]	a	1	cos(x - 3.14)
846	970	sim	Given the formula $$\cos{\left (3.14 x \right )} \cos{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	cos(x + 3.14)	[-0.94999857  1.04999982]	sin(x - 1.57) + 9	[ 7.60000305 10.49999998]	cos(3.14*x)	[-0.94995677  1.0499488 ]	cos(3.14*x)*cos(x + 1.57)	[-0.98990166  0.98968398]	d	1	cos(3.14*x)*cos(x + 1.57)
847	971	sim	Given the formula $$- \frac{\sin{\left (x - 3.14 \right )}}{\cos{\left (x - 3.14 \right )}}$$ which of the following graphs represents it correctly?	cos(3.14*x)^0.5	[0.        1.0499744]	4*cos(x - 3.14)	[-3.79999427  4.19999928]	5^(-sin(x - 3.14))	[0.19000001 5.24996798]	-sin(x - 3.14)/cos(x - 3.14)	[-4165.43021822  2313.57893274]	d	1	-sin(x - 3.14)/cos(x - 3.14)
848	973	sim	Given the formula $$x - \sin{\left (3.14 x \right )} + 4$$ which of the following graphs represents it correctly?	3^sin(1.57*x)	[0.31667062 3.14996063]	x - sin(3.14*x) + 4	[-6.55597264 14.55597264]	4*cos(x + 1.57)	[-3.79999975  4.19999196]	-(x + 1)^0.5 + cos(x) + 1	[-3.07863027  1.55748316]	b	1	x - sin(3.14*x) + 4
849	974	sim	Given the formula $$\cos{\left (x + 1.57 \right )} + \frac{1}{8 x + 2}$$ which of the following graphs represents it correctly?	2*cos(1.57*x) + 8	[ 5.70002642 10.4999744 ]	cos(x + 1.57) + 1/(8*x + 2)	[-59.24978998  21.42041956]	5*sin(x + 3.14)	[-4.74999986  5.2499801 ]	5/cos(x + 3.14)	[-10989.50095706  21868.50927584]	b	1	cos(x + 1.57) + 1/(8*x + 2)
850	975	sim	Given the formula $$\sin{\left (x + 3.14 \right )} + 7$$ which of the following graphs represents it correctly?	sin(x + 3.14) + 7	[6.00000003 7.99999621]	-cos(x + 1.57)^4 + 6	[4.75000025 6.3       ]	sin(3.14*x)^3	[-0.94999996  1.04999996]	9*cos(x - 1.57) + 7*cos(x + 3.14)	[-10.81911703  11.95793985]	a	1	sin(x + 3.14) + 7
851	976	sim	Given the formula $$\cos{\left (3.14 x \right )} + \cos{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	sin(x + 1.57) + 8	[6.65000002 9.44999663]	cos(3.14*x) + cos(x + 3.14)	[-1.77306484  1.85115452]	cos(3.14*x)^0.5	[0.        1.0499744]	7^sin(3.14*x)	[0.13571429 7.3499998 ]	b	1	cos(3.14*x) + cos(x + 3.14)
852	977	sim	Given the formula $$8 x + \cos{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	7^sin(x + 3.14)	[0.13571429 7.3499458 ]	-sin(x + 1.57) + 3	[1.90000305 4.19999998]	2^x - sin(x + 1.57)	[-9.37827350e-01  1.07608148e+03]	8*x + cos(1.57*x)	[-80.99996829  79.00003171]	d	1	8*x + cos(1.57*x)
853	978	sim	Given the formula $$9 \cos{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	8*x + 8*sin(1.57*x)	[-77.63620858  85.80844107]	-cos(x - 1.57) + 3	[1.90000182 4.19999993]	9*cos(1.57*x)	[-8.99987483  8.99989028]	sin(x + 3.14)^8	[1.28890093e-26 1.04999976e+00]	c	1	9*cos(1.57*x)
854	979	sim	Given the formula $$- \sin{\left (1.57 x \right )} \sin{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	cos(1.0*x + 1.57)	[-0.94999994  1.04999799]	-sin(1.57*x)*sin(x + 3.14)	[-0.97064806  0.88891902]	cos(x - 1.57) + 2	[0.95000006 3.14999799]	-3/sin(x - 3.14)	[-4878.46134923   639.99253891]	b	1	-sin(1.57*x)*sin(x + 3.14)
855	980	sim	Given the formula $$8 \left(- \sin{\left (x - 1.57 \right )}\right)^{0.5}$$ which of the following graphs represents it correctly?	2/cos(x - 3.14)	[-4395.80038282  8747.40371033]	0.5*sin(3.14*x) + 2	[1.42500001 2.62499999]	8*(-sin(x - 1.57))^0.5	[0.         7.99998717]	cos(x - 3.14)^6	[1.81871375e-22 1.04999892e+00]	c	1	8*(-sin(x - 1.57))**0.5
856	982	sim	Given the formula $$\cos{\left (x - 3.14 \right )} + 7$$ which of the following graphs represents it correctly?	cos(x - 3.14) + 7	[6.00000151 7.99999983]	7*cos(3.14*x)	[-6.64969741  7.34964157]	5*cos(x + 1.57)	[-4.74999969  5.24998995]	9*x*sin(x + 1.57)	[-81.0374162   89.55292181]	a	1	cos(x - 3.14) + 7
857	983	sim	Given the formula $$x^{0.5} \sin{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	-7*sin(x - 3.14)	[-6.64999981  7.34997215]	sin(1.57*x)/x	[-0.32400363  1.64848916]	x^0.5*sin(x + 3.14)	[-2.80841321  2.18311708]	x*cos(x + 3.14)^(-x^0.5 + 3)	[ 0.         10.80145781]	c	1	x**0.5*sin(x + 3.14)
858	984	sim	Given the formula $$6 \cos{\left (x - 1.57 \right )} + 5$$ which of the following graphs represents it correctly?	cos(1.57*x)^6	[1.11875006e-14 1.04992320e+00]	6*cos(x - 1.57) + 5	[-0.9999996  10.99998851]	sin(3.14*x) + 7	[5.70000001 8.39999999]	3*cos(x + 1.57)	[-2.84999981  3.14999397]	b	1	6*cos(x - 1.57) + 5
859	985	sim	Given the formula $$\sin{\left (3.14 x \right )} + \sin{\left (x - 3.14 \right )} + 1$$ which of the following graphs represents it correctly?	sin(3.14*x) + sin(x - 3.14) + 1	[-0.99786117  2.99766319]	-9^cos(x + 3.14) + 9	[3.20578584e-06 9.33333295e+00]	sin(x + 1.57) + 6	[4.75000002 7.34999663]	8*sin(x + 1.57)	[-7.59999983  8.39997305]	a	1	sin(3.14*x) + sin(x - 3.14) + 1
860	986	sim	Given the formula $$4 \sin^{0.5}{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	3*x - cos(x + 3.14)	[-29.29629383  30.61806625]	9 + 7^(-sin(x - 3.14))	[ 8.68571429 16.7999458 ]	sin(1.57*x) + cos(3.14*x)	[-1.89994597  1.1812251 ]	4*sin(x + 3.14)^0.5	[0.         3.99999242]	d	1	4*sin(x + 3.14)**0.5
861	987	sim	Given the formula $$5 \sin^{0.5}{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	sin(x + 3.14) + 6	[4.75000003 7.34999602]	5*sin(x - 3.14)^0.5	[0.         4.99999993]	x*cos(x + 3.14)	[-9.00192478  9.9527733 ]	x + 3 + 3*sin(x^10)/x	[-6.91923938 13.94758037]	b	1	5*sin(x - 3.14)**0.5
862	988	sim	Given the formula $$7 x + 1$$ which of the following graphs represents it correctly?	-(x^0.5 + 8)	[-11.72039154  -0.        ]	x^0.5 + 8	[ 0.         11.72039154]	-(7*x + 1)	[-71.  69.]	7*x + 1	[-69.  71.]	d	1	7*x + 1
863	989	sim	Given the formula $$\sin{\left (3.14 x \right )} + 3$$ which of the following graphs represents it correctly?	-8*sin(x - 1.57)	[-7.59999983  8.39997305]	sin(3.14*x) + 3	[2.00000001 3.99999999]	-sin(x + 3.14) + 5	[3.8000036  6.29999997]	6*sin(x + 3.14) + 7	[ 0.95000016 13.64997612]	b	1	sin(3.14*x) + 3
864	990	sim	Given the formula $$\cos{\left (3.14 x \right )} + 7$$ which of the following graphs represents it correctly?	-sin(x + 1.57) + 9*cos(1.57*x) + 2	[-7.56473112 12.24841078]	cos(3.14*x) + 7	[6.0000455  7.99995123]	-(x + 2)^0.5*sin(x - 1.57)	[-3.21398247  3.02727799]	cos(1.57*x) + 1	[1.32124313e-05 2.09998720e+00]	b	1	cos(3.14*x) + 7
865	991	sim	Given the formula $$2 \sin{\left (x + 1.57 \right )}$$ which of the following graphs represents it correctly?	x^0.5 + cos(x + 3.14) + 8	[ 0.         12.68758128]	2*sin(x + 1.57)	[-1.99999996  1.99999358]	x^0.5 + cos(x + 1.57) + 4	[0.         8.09091194]	2/sin(x + 3.14)	[-3252.30756617   426.6616926 ]	b	1	2*sin(x + 1.57)
866	992	sim	Given the formula $$8 \cos{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	8*cos(x - 1.57)	[-7.99999947  7.99998468]	cos(x + 1.57) + 2	[0.95000006 3.14999799]	8*cos(x + 3.14)^0.5	[0.         8.39999928]	cos(x + 3.14)	[-0.94999857  1.04999982]	a	1	8*cos(x - 1.57)
867	994	sim	Given the formula $$- 5 \sin{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	x - cos(3.14*x) + 2	[-8.54987952 12.65843224]	-5*sin(x - 3.14)	[-4.99999986  4.99998105]	5*cos(x - 1.57)	[-4.74999969  5.24998995]	x^0.5 - sin(x - 1.57) + 8	[ 0.         12.10242778]	b	1	-5*sin(x - 3.14)
868	995	sim	Given the formula $$5 \cos^{0.5}{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	5*cos(1.57*x)^0.5	[0.         4.99996952]	cos(1.57*x)	[-0.94998679  1.0499872 ]	-9^cos(x + 3.14) + 9	[3.20578584e-06 9.33333295e+00]	x + sin(3.14*x) + 9	[-0.93487043 19.93327784]	a	1	5*cos(1.57*x)**0.5
869	996	sim	Given the formula $$- \sin^{9}{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	-x + cos(x - 1.57) + 7 + 3/x	[-705.56424348  794.53583612]	7 + 3*8^(-cos(x + 3.14))	[ 7.00625013 32.54992098]	-sin(x - 3.14)^9	[-0.99999974  0.99996589]	x + 3 + 3*sin(x^10)/x	[-6.91923938 13.94758037]	c	1	-sin(x - 3.14)**9
870	997	sim	Given the formula $$\frac{\sin{\left (3.14 x \right )}}{\cos{\left (3.14 x \right )}}$$ which of the following graphs represents it correctly?	2/sin(x + 3.14)	[-3252.30756617   426.6616926 ]	2*x - cos(3.14*x)	[-19.94987952  20.18085727]	sin(3.14*x)/cos(3.14*x)	[-5949.70726868  5949.70726868]	-(x^7)^0.5 + sin(x - 3.14)	[-3003.64568823     0.        ]	c	1	sin(3.14*x)/cos(3.14*x)
871	998	sim	Given the formula $$1 + \frac{1}{x}$$ which of the following graphs represents it correctly?	-(-x + 2)	[-12.6   7.6]	-(1 + 1/x)	[-250.9  248.9]	1 + 1/x	[-248.9  250.9]	-x + 2	[-7.6 12.6]	c	1	1 + 1/x
872	999	sim	Given the formula $$8 \sin{\left (3.14 x \right )} - \cos{\left (x - 3.14 \right )} + 8$$ which of the following graphs represents it correctly?	cos(1.57*x)	[-0.94998679  1.0499872 ]	sin(x + 3.14)^0.5	[0.         1.04999801]	8*sin(3.14*x) - cos(x - 3.14) + 8	[-0.99671148 16.9756578 ]	0.5*sin(3.14*x) + 2	[1.42500001 2.62499999]	c	1	8*sin(3.14*x) - cos(x - 3.14) + 8
873	1000	sim	Given the formula $$\left(- \sin{\left (x - 1.57 \right )}\right)^{0.5}$$ which of the following graphs represents it correctly?	cos(1.57*x) + 8	[6.65001321 9.4499872 ]	-cos(x + 1.57)^4 + 6	[4.75000025 6.3       ]	(x + 8)/(sin(3.14*x) + 4)	[-0.4731163   6.12967004]	(-sin(x - 1.57))^0.5	[0.        0.9999984]	d	1	(-sin(x - 1.57))**0.5
874	117	sim	Given the formula $$\frac{\cos{\left (3.14 x_{1} \right )}}{\sin{\left (3.14 x_{2} \right )}}$$ and the input value(s) $$[x_1=9, x_2=1]$$ which of the following values is the nearest to the correct output?	62.78		-1255.64		-627.82		313.91		c	0	cos(3.14*x_1)/sin(3.14*x_2)
875	382	sim	Given the formula $$\sin{\left (x + 3.14 \right )} + 1$$ which of the following graphs represents it correctly?	cos(x + 3.14) + 3	[1.90000143 4.19999982]	sin(x + 3.14) + 1	[2.88170990e-08 1.99999621e+00]	sin(x - 1.57)^4	[1.66950396e-14 1.04999991e+00]	3*cos(x + 1.57)	[-2.84999981  3.14999397]	b	1	sin(x + 3.14) + 1
876	210	sim	Given the formula $$\left(\frac{x_{1}}{x_{2}} + 6\right)^{0.5}$$ and the input value(s) $$[x_1=0.2, x_2=0.2]$$ which of the following values is the nearest to the correct output?	-1.32		2.65		0.27		1.32		b	0	(x_1/x_2 + 6)**0.5
877	341	sim	Given the formula $$\sin^{0.5}{\left (x + 3.14 \right )}$$ which of the following graphs represents it correctly?	(x*sin(x + 1.57) + 8)^0.5	[0.         4.38951488]	-sin(3.14*x) + 4	[2.85000001 5.24999999]	sin(x + 3.14)^0.5	[0.         0.99999811]	5*cos(x + 1.57)	[-4.74999969  5.24998995]	c	1	sin(x + 3.14)**0.5
878	24	sim	Given the formula $$\frac{5 x_{1} + 1}{\cos{\left (x_{2} - 3.14 \right )}}$$ and the input value(s) $$[x_1=8.0, x_2=6.28]$$ which of the following values is the nearest to the correct output?	-410.0		-41.0		410.0		-20.5		b	0	(5*x_1 + 1)/cos(x_2 - 3.14)
879	952	sim	Given the formula $$\frac{x_{1}}{x_{2}} \left(- x_{1} + 3\right)^{0.5} - x_{2} - x_{3}$$ and the input value(s) $$[x_1=0.3, x_2=0.1, x_3=0.1]$$ which of the following values is the nearest to the correct output?	2.37		0.47		-2.37		4.73		d	0	x_1*(-x_1 + 3)**0.5/x_2 - x_2 - x_3
880	284	sim	Given the formula $$8 \cdot 3^{x^{0.5}}$$ which of the following graphs represents it correctly?	-(1.0*(-x)^0.5)	[-3.32039154 -0.        ]	1.0*(-x)^0.5	[0.         3.32039154]	8*3^(x^0.5)	[  0.         258.15460234]	-(8*3^(x^0.5))	[-258.15460234   -0.        ]	c	1	8*3**(x**0.5)
881	624	sim	Given the formula $$- 0^{x_{1}^{0.5}} + x_{2} + 1$$ and the input value(s) $$[x_1=3, x_2=8]$$ which of the following values is the nearest to the correct output?	9.0		-0.9		-4.5		4.5		a	0	-0**(x_1**0.5) + x_2 + 1
882	474	sim	Given the formula $$\cos^{4}{\left (x - 1.57 \right )} + 1$$ which of the following graphs represents it correctly?	cos(x - 1.57)^4 + 1	[1.         1.99999973]	(-sin(x - 3.14))^0.5	[0.         1.04999801]	cos(x + 1.57) + 5	[3.80000006 6.29999799]	sin(3.14*x) + 7	[5.70000001 8.39999999]	a	1	cos(x - 1.57)**4 + 1
883	836	sim	Given the formula $$x_{1} x_{2} \sin{\left (1.57 x_{2} \right )} + 3$$ and the input value(s) $$[x_1=1, x_2=0]$$ which of the following values is the nearest to the correct output?	0.3		30.0		-30.0		3.0		d	0	x_1*x_2*sin(1.57*x_2) + 3
884	723	sim	Given the formula $$\left(x_{1} + x_{2} x_{3} - x_{2}\right)^{0.5}$$ and the input value(s) $$[x_1=0.8, x_2=0.3, x_3=0.3]$$ which of the following values is the nearest to the correct output?	0.77		7.7		-0.39		-0.08		a	0	(x_1 + x_2*x_3 - x_2)**0.5
885	946	sim	Given the formula $$- \sin^{5}{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	4*4^sin(sin(x))	[ 1.18349875 13.48543889]	(-sin(x - 1.57))^0.5	[0.         1.04999832]	-sin(x - 1.57)^5	[-0.99999989  0.99998396]	-sin(x + 1.57)	[-0.94999695  1.04999998]	c	1	-sin(x - 1.57)**5
886	420	sim	Given the formula $$- x_{2} \sin{\left (1.57 x_{2} \right )} \sin{\left (x_{1} - 1.57 \right )}$$ and the input value(s) $$[x_1=0.628, x_2=0.2]$$ which of the following values is the nearest to the correct output?	0.1		0.01		-0.03		0.05		d	0	-x_2*sin(1.57*x_2)*sin(x_1 - 1.57)
887	439	sim	Given the formula $$\frac{x_{1}^{8} + x_{1}}{\sin{\left (1.57 x_{2} \right )} + 3}$$ and the input value(s) $$[x_1=0.6, x_2=0.6]$$ which of the following values is the nearest to the correct output?	0.16		-0.02		-0.32		-0.08		a	0	(x_1**8 + x_1)/(sin(1.57*x_2) + 3)
888	180	sim	Given the formula $$2 x + 2$$ which of the following graphs represents it correctly?	-(6*x + 6)	[-69.3  51.3]	2*x + 2	[-18.  22.]	-(2*x + 2)	[-22.  18.]	6*x + 6	[-51.3  69.3]	b	1	2*x + 2
889	956	sim	Given the formula $$- x^{0.5} + x + 3$$ which of the following graphs represents it correctly?	-x^0.5 + x + 3	[0.         9.83772234]	3*(1/x)^0.5 + 3	[ 0.         52.94591098]	-(-x^0.5 + x + 3)	[-9.83772234 -0.        ]	-(3*(1/x)^0.5 + 3)	[-52.94591098  -0.        ]	a	1	-x**0.5 + x + 3
890	853	sim	Given the formula $$4 \sin{\left (1.57 x \right )}$$ which of the following graphs represents it correctly?	x*cos(x - 3.14) - x + 6	[-6.52577354 19.81919166]	cos(1.57*x)^9	[-0.94988109  1.0498848 ]	4*sin(x + 3.14) + 6	[ 1.90000011 10.49998408]	4*sin(1.57*x)	[-3.9999545  3.9999545]	d	1	4*sin(1.57*x)
891	890	sim	Given the formula $$\frac{8 \left(x_{1}^{5}\right)^{0.5}}{\sin{\left (1.57 x_{2} \right )}}$$ and the input value(s) $$[x_1=1, x_2=5]$$ which of the following values is the nearest to the correct output?	-80.0		8.0		-4.0		0.8		b	0	8*(x_1**5)**0.5/sin(1.57*x_2)
892	142	sim	Given the formula $$\left(- x + 2\right)^{0.5}$$ which of the following graphs represents it correctly?	-((-x + 2)^0.5)	[-3.46410162 -0.        ]	-(9*x^2 - 1)	[-943.95          0.94986309]	9*x^2 - 1	[ -0.94986309 943.95      ]	(-x + 2)^0.5	[0.         3.46410162]	d	1	(-x + 2)**0.5
893	871	sim	Given the formula $$9 x_{1} - x_{2} + 5$$ and the input value(s) $$[x_1=0.0, x_2=0.9]$$ which of the following values is the nearest to the correct output?	4.1		8.2		41.0		0.41		a	0	9*x_1 - x_2 + 5
894	788	sim	Given the formula $$5^{\sin{\left (x + 3.14 \right )}}$$ which of the following graphs represents it correctly?	4/(cos(x - 1.57) + 6)	[0.54285729 0.83999999]	5^sin(x + 3.14)	[0.20000001 4.9999695 ]	9^cos(x + 1.57)	[0.10555557 9.44996025]	cos(x - 1.57) + 1	[6.29688190e-08 2.09999799e+00]	b	1	5**sin(x + 3.14)
895	186	sim	Given the formula $$8 x^{0.5}$$ which of the following graphs represents it correctly?	3^((x + 7)^0.5)	[ 0.         97.36673981]	-(3^((x + 7)^0.5))	[-97.36673981  -0.        ]	-(8*x^0.5)	[-25.29822128  -0.        ]	8*x^0.5	[ 0.         25.29822128]	d	1	8*x**0.5
896	820	sim	Given the formula $$2 x_{1} \left(\frac{1}{x_{2}}\right)^{0.5}$$ and the input value(s) $$[x_1=3, x_2=2]$$ which of the following values is the nearest to the correct output?	4.24		-0.42		42.4		2.12		a	0	2*x_1*(1/x_2)**0.5
897	475	sim	Given the formula $$\frac{1}{- x + 5.0}$$ which of the following graphs represents it correctly?	-(1/(-x + 5.0))	[-499.8  166.6]	1/(-x + 5.0)	[-166.6  499.8]	7 + 3/x	[-705.565  794.535]	-(7 + 3/x)	[-794.535  705.565]	b	1	1/(-x + 5.0)
898	529	sim	Given the formula $$7 x_{1} x_{2}$$ and the input value(s) $$[x_1=6, x_2=6]$$ which of the following values is the nearest to the correct output?	252.0		-25.2		-504.0		-126.0		a	0	7*x_1*x_2
899	400	sim	Given the formula $$- \sin{\left (x - 3.14 \right )} + 5$$ which of the following graphs represents it correctly?	x^2*cos(1.57*x)^(6/x^10)	[ 0.         85.04243643]	sin(1.57*x) + 6	[4.75001081 7.34998806]	-sin(x - 3.14) + 5	[4.00000003 5.99999621]	2^x - sin(x + 1.57)	[-9.37827350e-01  1.07608148e+03]	c	1	-sin(x - 3.14) + 5
900	48	sim	Given the formula $$\frac{\sin^{0.5}{\left (3.14 x \right )}}{\cos{\left (x + 3.14 \right )}}$$ which of the following graphs represents it correctly?	-sin(x + 3.14) + 6	[4.7500036  7.34999997]	cos(x - 1.57)^0.5 + 9	[ 0.         10.49999899]	8*7^sin(x - 1.57)	[ 1.08572106 58.79999743]	sin(3.14*x)^0.5/cos(x + 3.14)	[-226.05704767  288.2143348 ]	d	1	sin(3.14*x)**0.5/cos(x + 3.14)
901	267	sim	Given the formula $$- x + \frac{8}{x}$$ which of the following graphs represents it correctly?	-x + 8/x	[-1999.1959984  1999.1959984]	-(4*x + 3)	[-45.15  35.15]	-(-x + 8/x)	[-1999.1959984  1999.1959984]	4*x + 3	[-35.15  45.15]	a	1	-x + 8/x
902	53	sim	Given the formula $$\frac{6}{7 + \frac{x_{2}}{x_{1}}} \sin{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=5.0, x_2=6.28]$$ which of the following values is the nearest to the correct output?	-0.07		0.73		-0.36		0.36		b	0	6*sin(x_2 + 1.57)/(7 + x_2/x_1)
903	113	sim	Given the formula $$\cos{\left (x - 3.14 \right )} + 8$$ which of the following graphs represents it correctly?	7*sin(3.14*x) + 8	[ 0.95000009 15.7499999 ]	cos(x - 3.14) + 8	[7.00000151 8.99999983]	2/cos(x - 3.14)	[-4395.80038282  8747.40371033]	sin(1.57*x)	[-0.94998919  1.04998806]	b	1	cos(x - 3.14) + 8
904	343	sim	Given the formula $$- \sin{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	-sin(x - 3.14)	[-0.99999997  0.99999621]	cos(3.14*x) + 3	[1.90004323 4.1999488 ]	5*cos(x + 1.57)	[-4.74999969  5.24998995]	sin(1.57*x) + 0.5	[-0.47498919  1.57498806]	a	1	-sin(x - 3.14)
905	307	sim	Given the formula $$5 x + 4$$ which of the following graphs represents it correctly?	(x + 6)^0.5	[0.  4.2]	-(5*x + 4)	[-54.  46.]	5*x + 4	[-46.  54.]	-((x + 6)^0.5)	[-4.2 -0. ]	c	1	5*x + 4
906	157	sim	Given the formula $$- \sin{\left (x + 3.14 \right )} + 1$$ which of the following graphs represents it correctly?	-cos(1.57*x)	[-0.94998842  1.0499854 ]	5*cos(x + 1.57)	[-4.74999969  5.24998995]	x^(0.5*sin(x + 1.57)) + sin(x - 1.57)	[-0.88989292  1.64920643]	-sin(x + 3.14) + 1	[3.78971254e-06 1.99999997e+00]	d	1	-sin(x + 3.14) + 1
907	800	sim	Given the formula $$\left(- x_{1} + x_{2}\right)^{0.5}$$ and the input value(s) $$[x_1=0.6, x_2=0.9]$$ which of the following values is the nearest to the correct output?	5.5		0.55		1.1		-1.1		b	0	(-x_1 + x_2)**0.5
908	929	sim	Given the formula $$x_{1} x_{2} + x_{2}^{0.5} + 6$$ and the input value(s) $$[x_1=0, x_2=7]$$ which of the following values is the nearest to the correct output?	-0.86		8.64		0.86		86.4		b	0	x_1*x_2 + x_2**0.5 + 6
909	903	sim	Given the formula $$2 \cdot 3^{x^{0.5}} + 7$$ which of the following graphs represents it correctly?	-(5/(x + 5))	[-2623.95   791.35]	5/(x + 5)	[-791.35 2623.95]	2*3^(x^0.5) + 7	[ 0.         71.53865058]	-(2*3^(x^0.5) + 7)	[-71.53865058  -0.        ]	c	1	2*3**(x**0.5) + 7
910	363	sim	Given the formula $$x_{1} + x_{2} + 8$$ and the input value(s) $$[x_1=0.2, x_2=0.6]$$ which of the following values is the nearest to the correct output?	8.8		-4.4		17.6		-17.6		a	0	x_1 + x_2 + 8
911	354	sim	Given the formula $$\sin{\left (1.57 x_{1} \right )} + \sin{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=2, x_2=0]$$ which of the following values is the nearest to the correct output?	0.1		-10.0		10.0		1.0		d	0	sin(1.57*x_1) + sin(x_2 + 1.57)
912	394	sim	Given the formula $$- x_{1} + x_{2}^{2} + 5 x_{2}$$ and the input value(s) $$[x_1=1, x_2=5]$$ which of the following values is the nearest to the correct output?	490.0		49.0		-490.0		-4.9		b	0	-x_1 + x_2**2 + 5*x_2
913	178	sim	Given the formula $$- x + 8$$ which of the following graphs represents it correctly?	-(-x + 8)	[-18.   2.]	(-x^0.5 + 9)^0.5	[0.         3.13891029]	-((-x^0.5 + 9)^0.5)	[-3.13891029 -0.        ]	-x + 8	[-2. 18.]	d	1	-x + 8
914	93	sim	Given the formula $$- x_{1} + x_{2} + \cos{\left (x_{3} - 1.57 \right )} + 8$$ and the input value(s) $$[x_1=7.0, x_2=3.0, x_3=3.14]$$ which of the following values is the nearest to the correct output?	-40.0		8.0		4.0		0.4		c	0	-x_1 + x_2 + cos(x_3 - 1.57) + 8
915	572	sim	Given the formula $$x_{1} + 9 x_{2}$$ and the input value(s) $$[x_1=0.5, x_2=0.6]$$ which of the following values is the nearest to the correct output?	-59.0		2.95		59.0		5.9		d	0	x_1 + 9*x_2
916	824	sim	Given the formula $$\cos{\left (x_{1} + 3.14 \right )} - \frac{1}{x_{3}} \left(x_{2} + 5\right)$$ and the input value(s) $$[x_1=6.28, x_2=9.0, x_3=7.0]$$ which of the following values is the nearest to the correct output?	0.3		-3.0		-6.0		-0.3		b	0	cos(x_1 + 3.14) - (x_2 + 5)/x_3
917	702	sim	Given the formula $$\sin{\left (x_{2} - 3.14 \right )} + \cos{\left (x_{1} + 1.57 \right )} + 6$$ and the input value(s) $$[x_1=1.57, x_2=6.28]$$ which of the following values is the nearest to the correct output?	5.0		10.0		2.5		50.0		a	0	sin(x_2 - 3.14) + cos(x_1 + 1.57) + 6
918	65	sim	Given the formula $$\left(x^{0.5} + \sin{\left (x + 1.57 \right )}\right)^{0.5}$$ which of the following graphs represents it correctly?	3*x - cos(x + 3.14)	[-29.29629383  30.61806625]	sin(x - 3.14)^2	[3.24225813e-07 1.04999994e+00]	(x^0.5 + sin(x + 1.57))^0.5	[0.         1.87787937]	(8 + 8/x)/cos(x - 3.14)	[-15344.76950752  12740.49334299]	c	1	(x**0.5 + sin(x + 1.57))**0.5
919	254	sim	Given the formula $$5^{- \sin{\left (3.14 x \right )}}$$ which of the following graphs represents it correctly?	-sin(x + 3.14) + 6	[4.7500036  7.34999997]	9*x^2 + cos(x + 1.57)	[-2.55042721e-02  9.45570520e+02]	5^(-sin(3.14*x))	[0.2        4.99999989]	-x^0.5*sin(x - 3.14)	[-2.07328824  2.94822078]	c	1	5**(-sin(3.14*x))
920	649	sim	Given the formula $$x_{1} - \cos{\left (3.14 x_{2} \right )} + 3$$ and the input value(s) $$[x_1=5, x_2=7]$$ which of the following values is the nearest to the correct output?	4.5		-0.9		9.0		18.0		c	0	x_1 - cos(3.14*x_2) + 3
921	779	sim	Given the formula $$- x_{1} x_{3} + \frac{4}{x_{1} + x_{2}}$$ and the input value(s) $$[x_1=0.3, x_2=0.4, x_3=0.2]$$ which of the following values is the nearest to the correct output?	0.57		2.83		5.65		11.3		c	0	-x_1*x_3 + 4/(x_1 + x_2)
922	359	sim	Given the formula $$x_{1} + x_{2}^{5} + 9$$ and the input value(s) $$[x_1=0.0, x_2=0.5]$$ which of the following values is the nearest to the correct output?	-4.51		0.9		9.03		4.51		c	0	x_1 + x_2**5 + 9
923	863	sim	Given the formula $$\frac{\sin{\left (x_{2} - 3.14 \right )}}{- x_{1} + x_{3} + 6}$$ and the input value(s) $$[x_1=0.0, x_2=0.628, x_3=0.3]$$ which of the following values is the nearest to the correct output?	-0.9		-0.09		0.01		0.18		b	0	sin(x_2 - 3.14)/(-x_1 + x_3 + 6)
924	679	sim	Given the formula $$5 x_{1}^{0.5} - x_{2} \sin{\left (1.57 x_{3} \right )}$$ and the input value(s) $$[x_1=0, x_2=7, x_3=5]$$ which of the following values is the nearest to the correct output?	-7.0		-70.0		0.7		-3.5		a	0	5*x_1**0.5 - x_2*sin(1.57*x_3)
925	851	sim	Given the formula $$4 \left(\frac{1}{x^{2}}\right)^{0.5}$$ which of the following graphs represents it correctly?	-(2*x + 8)	[-29.4  11.4]	2*x + 8	[-11.4  29.4]	4*(x^(-2))^0.5	[4.000e-01 9.996e+02]	-(4*(x^(-2))^0.5)	[-9.996e+02 -4.000e-01]	c	1	4*(x**(-2))**0.5
926	426	sim	Given the formula $$4 x_{1} + \sin{\left (x_{2} + 1.57 \right )}$$ and the input value(s) $$[x_1=2.0, x_2=1.57]$$ which of the following values is the nearest to the correct output?	16.0		-16.0		8.0		0.8		c	0	4*x_1 + sin(x_2 + 1.57)
927	894	sim	Given the formula $$- x_{2} - \sin{\left (1.57 x_{1} \right )} + 0.5$$ and the input value(s) $$[x_1=7, x_2=2]$$ which of the following values is the nearest to the correct output?	-0.5		-0.05		0.05		5.0		a	0	-x_2 - sin(1.57*x_1) + 0.5
928	49	sim	Given the formula $$\frac{9 x_{2}^{0.5}}{\sin{\left (x_{1} + 1.57 \right )}}$$ and the input value(s) $$[x_1=0, x_2=8]$$ which of the following values is the nearest to the correct output?	25.46		-254.6		-12.73		-2.55		a	0	9*x_2**0.5/sin(x_1 + 1.57)
929	75	sim	Given the formula $$9 x_{1} x_{2} + 1.0$$ and the input value(s) $$[x_1=2, x_2=3]$$ which of the following values is the nearest to the correct output?	110.0		55.0		-550.0		-27.5		b	0	9*x_1*x_2 + 1.0
930	621	sim	Given the formula $$\frac{8 x_{2}}{x_{1}} \left(x_{3}^{10}\right)^{0.5}$$ and the input value(s) $$[x_1=0.7, x_2=0.2, x_3=0.3]$$ which of the following values is the nearest to the correct output?	0.0		0.01		-0.02		-0.01		b	0	8*x_2*(x_3**10)**0.5/x_1
931	550	sim	Given the formula $$\sin{\left (1.57 x_{1} \right )} + \sin^{0.5}{\left (x_{2} + 3.14 \right )}$$ and the input value(s) $$[x_1=1.0, x_2=6.28]$$ which of the following values is the nearest to the correct output?	2.14		10.7		1.07		-2.14		c	0	sin(1.57*x_1) + sin(x_2 + 3.14)**0.5
932	898	sim	Given the formula $$7 x_{1} x_{2}^{2}$$ and the input value(s) $$[x_1=1, x_2=6]$$ which of the following values is the nearest to the correct output?	-126.0		252.0		504.0		-25.2		b	0	7*x_1*x_2**2
933	555	sim	Given the formula $$- \frac{x_{2}}{\sin{\left (x_{1} - 3.14 \right )}}$$ and the input value(s) $$[x_1=1.57, x_2=3.0]$$ which of the following values is the nearest to the correct output?	-6.0		-30.0		30.0		3.0		d	0	-x_2/sin(x_1 - 3.14)
934	215	sim	Given the formula $$\left(x_{1} + 2\right)^{0.5} + \cos{\left (x_{2} - 3.14 \right )}$$ and the input value(s) $$[x_1=8, x_2=0]$$ which of the following values is the nearest to the correct output?	0.22		-21.6		2.16		-4.32		c	0	(x_1 + 2)**0.5 + cos(x_2 - 3.14)
935	280	sim	Given the formula $$x_{2} - \sin{\left (x_{1} - 1.57 \right )} + 4$$ and the input value(s) $$[x_1=0, x_2=9]$$ which of the following values is the nearest to the correct output?	14.0		-1.4		-140.0		140.0		a	0	x_2 - sin(x_1 - 1.57) + 4
936	121	sim	Given the formula $$x_{1}^{4} \left(3.0 x_{2} + 1\right)$$ and the input value(s) $$[x_1=0.9, x_2=0.7]$$ which of the following values is the nearest to the correct output?	-0.2		-1.01		4.06		2.03		d	0	x_1**4*(3.0*x_2 + 1)
937	981	sim	Given the formula $$0^{\sin{\left (x + 1.57 \right )} + 6} + \cos{\left (x - 1.57 \right )}$$ which of the following graphs represents it correctly?	4*cos(1.57*x)^0.5	[0.        4.1999744]	0^(sin(x + 1.57) + 6) + cos(x - 1.57)	[-0.99999993  0.99999809]	(x*sin(x + 1.57) + 8)^0.5	[0.         4.38951488]	-sin(x - 1.57)*cos(3.14*x)	[-0.81004347  1.04991172]	b	1	0**(sin(x + 1.57) + 6) + cos(x - 1.57)
938	879	sim	Given the formula $$2^{x_{1} + x_{2} x_{3} + 2} - x_{1}$$ and the input value(s) $$[x_1=0.9, x_2=0.4, x_3=0.0]$$ which of the following values is the nearest to the correct output?	-65.6		0.66		6.56		-3.28		c	0	2**(x_1 + x_2*x_3 + 2) - x_1
939	861	sim	Given the formula $$- \cos{\left (x - 3.14 \right )} + 3$$ which of the following graphs represents it correctly?	-cos(x - 3.14) + 3	[2.00000017 3.99999849]	sin(x - 3.14) + 8	[6.6500036  9.44999997]	8^(0.5*sin(x + 1.57))	[0.33587573 2.96983858]	-sin(x + 3.14)	[-0.9499964   1.04999997]	a	1	-cos(x - 3.14) + 3
940	496	sim	Given the formula $$8 x_{1} + 8 \cos{\left (x_{2} \right )} + 8$$ and the input value(s) $$[x_1=2, x_2=9]$$ which of the following values is the nearest to the correct output?	16.71		167.1		33.42		1.67		a	0	8*x_1 + 8*cos(x_2) + 8
941	936	sim	Given the formula $$x_{1} - \frac{1}{x_{1}} \left(x_{2} + 3\right)$$ and the input value(s) $$[x_1=7, x_2=8]$$ which of the following values is the nearest to the correct output?	2.71		5.43		10.86		0.54		b	0	x_1 - (x_2 + 3)/x_1
942	818	sim	Given the formula $$\sin^{x_{2}}{\left (x_{1} + 1.57 \right )} + 3$$ and the input value(s) $$[x_1=3.14, x_2=8.0]$$ which of the following values is the nearest to the correct output?	8.0		2.0		4.0		0.4		c	0	sin(x_1 + 1.57)**x_2 + 3
943	362	sim	Given the formula $$5^{- x_{2} + 7} - x_{1}^{2}$$ and the input value(s) $$[x_1=5, x_2=3]$$ which of the following values is the nearest to the correct output?	600.0		-60.0		-6000.0		60.0		a	0	5**(-x_2 + 7) - x_1**2
944	9	sim	Given the formula $$x + \cos{\left (x - 3.14 \right )} + 9$$ which of the following graphs represents it correctly?	x + cos(x - 3.14) + 9	[-0.1600631  19.83820403]	x^3*cos(3.14*x)	[-949.87951664 1049.86683418]	-sin(x + 3.14) + 6	[4.7500036  7.34999997]	cos(1.57*x)^(-sin(x - 1.57) + 3)	[0.         1.04996356]	a	1	x + cos(x - 3.14) + 9
945	569	sim	Given the formula $$x_{1} x_{3} - x_{2} x_{3} - x_{2}^{x_{3}} + \frac{3}{x_{1}}$$ and the input value(s) $$[x_1=9, x_2=0, x_3=0]$$ which of the following values is the nearest to the correct output?	-0.67		0.07		-6.7		6.7		a	0	x_1*x_3 - x_2*x_3 - x_2**x_3 + 3/x_1
946	268	sim	Given the formula $$2 x_{1} + 8 x_{2}$$ and the input value(s) $$[x_1=7, x_2=0]$$ which of the following values is the nearest to the correct output?	28.0		1.4		7.0		14.0		d	0	2*x_1 + 8*x_2
947	957	sim	Given the formula $$\cos^{7}{\left (x - 3.14 \right )}$$ which of the following graphs represents it correctly?	cos(1.57*x)^8	[2.54528388e-19 1.04989760e+00]	-cos(x - 3.14) + 7	[5.70000016 8.39999842]	-sin(3.14*x) + 3	[1.90000001 4.19999999]	cos(x - 3.14)^7	[-0.99998944  0.99999881]	d	1	cos(x - 3.14)**7
948	942	sim	Given the formula $$\frac{x}{\left(x + 6\right) \left(x + 9\right)}$$ which of the following graphs represents it correctly?	-(3/(5*x + 4))	[-171.12717391  131.89166667]	3/(5*x + 4)	[-131.89166667  171.12717391]	-(x/((x + 6)*(x + 9)))	[-7497.66675561  1248.50053326]	x/((x + 6)*(x + 9))	[-1248.50053326  7497.66675561]	d	1	x/((x + 6)*(x + 9))
949	719	sim	Given the formula $$x + 4$$ which of the following graphs represents it correctly?	-(x^2 + 5)	[-110.25         -4.75001521]	x^2 + 5	[  4.75001521 110.25      ]	-(x + 4)	[-14.   6.]	x + 4	[-6. 14.]	d	1	x + 4
950	238	sim	Given the formula $$x_{1} + \frac{x_{2}}{x_{3}} + 2$$ and the input value(s) $$[x_1=0.9, x_2=0.3, x_3=0.4]$$ which of the following values is the nearest to the correct output?	3.65		-36.5		7.3		36.5		a	0	x_1 + x_2/x_3 + 2
951	222	sim	Given the formula $$\frac{\sin{\left (x_{1} + 3.14 \right )}}{x_{2}^{0.5} + x_{2} + 8}$$ and the input value(s) $$[x_1=1.57, x_2=8.0]$$ which of the following values is the nearest to the correct output?	-0.05		0.5		-0.03		0.03		a	0	sin(x_1 + 3.14)/(x_2**0.5 + x_2 + 8)
952	468	sim	Given the formula $$x_{1} + x_{2} + 6$$ and the input value(s) $$[x_1=0.4, x_2=0.0]$$ which of the following values is the nearest to the correct output?	6.4		-64.0		3.2		-3.2		a	0	x_1 + x_2 + 6
953	322	sim	Given the formula $$x_{1} - x_{2}^{7} + 6$$ and the input value(s) $$[x_1=0.6, x_2=0.3]$$ which of the following values is the nearest to the correct output?	0.66		6.6		-3.3		66.0		b	0	x_1 - x_2**7 + 6
954	833	sim	Given the formula $$4 x^{0.5} + \cos{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	-(x^7)^0.5 + sin(x - 3.14)	[-3003.64568823     0.        ]	4*x^0.5 + cos(3.14*x)	[ 0.         13.64898382]	sin(x + 1.57)^0.5	[0.         1.04999832]	-sin(x - 3.14) + cos(3.14*x) + 1	[-0.91347204  3.13904468]	b	1	4*x**0.5 + cos(3.14*x)
955	386	sim	Given the formula $$\frac{6}{x}$$ which of the following graphs represents it correctly?	6/x	[-1499.4  1499.4]	(x^7)^0.5	[   0.         3320.39154318]	-(6/x)	[-1499.4  1499.4]	-((x^7)^0.5)	[-3320.39154318    -0.        ]	a	1	6/x
956	972	sim	Given the formula $$2 x_{1}^{0.5} + 8 x_{1} + x_{2}$$ and the input value(s) $$[x_1=6, x_2=8]$$ which of the following values is the nearest to the correct output?	60.9		-121.8		30.45		-609.0		a	0	2*x_1**0.5 + 8*x_1 + x_2
957	757	sim	Given the formula $$6 x_{2} + \sin{\left (1.57 x_{1} \right )} + \cos{\left (x_{3} - 3.14 \right )}$$ and the input value(s) $$[x_1=9, x_2=5, x_3=0]$$ which of the following values is the nearest to the correct output?	-60.0		300.0		30.0		-300.0		c	0	6*x_2 + sin(1.57*x_1) + cos(x_3 - 3.14)
958	101	sim	Given the formula $$\frac{x_{1} x_{3}}{x_{2} + 1}$$ and the input value(s) $$[x_1=0.4, x_2=0.7, x_3=0.8]$$ which of the following values is the nearest to the correct output?	0.1		-0.1		0.02		0.19		d	0	x_1*x_3/(x_2 + 1)
959	580	sim	Given the formula $$\cos^{0.5}{\left (1.57 x_{1} \right )} - \cos{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=1, x_2=4]$$ which of the following values is the nearest to the correct output?	-0.1		1.94		-0.97		9.7		c	0	cos(1.57*x_1)**0.5 - cos(3.14*x_2)
960	13	sim	Given the formula $$x_{1} + \sin{\left (x_{2} + 3.14 \right )} + 9$$ and the input value(s) $$[x_1=9.0, x_2=3.14]$$ which of the following values is the nearest to the correct output?	-1.8		-9.0		18.0		-36.0		c	0	x_1 + sin(x_2 + 3.14) + 9
961	500	sim	Given the formula $$9 x + 3$$ which of the following graphs represents it correctly?	-((x + 3)*(7*x + 1))	[-969.15         13.57141899]	9*x + 3	[-87.  93.]	-(9*x + 3)	[-93.  87.]	(x + 3)*(7*x + 1)	[-13.57141899 969.15      ]	b	1	9*x + 3
962	306	sim	Given the formula $$4 x_{1} + x_{2} - \sin{\left (x_{1} - 3.14 \right )} + 4$$ and the input value(s) $$[x_1=0, x_2=0]$$ which of the following values is the nearest to the correct output?	40.0		-2.0		8.0		4.0		d	0	4*x_1 + x_2 - sin(x_1 - 3.14) + 4
963	785	sim	Given the formula $$\left(x_{1} + 9 \sin{\left (1.57 x_{2} \right )}\right)^{0.5}$$ and the input value(s) $$[x_1=0.0, x_2=0.3]$$ which of the following values is the nearest to the correct output?	-4.04		2.02		-20.2		1.01		b	0	(x_1 + 9*sin(1.57*x_2))**0.5
964	933	sim	Given the formula $$4 x^{2}$$ which of the following graphs represents it correctly?	(x + 7)^0.5	[0.         4.32926091]	4*x^2	[6.40512307e-05 4.00000000e+02]	-(4*x^2)	[-4.00000000e+02 -6.40512307e-05]	-((x + 7)^0.5)	[-4.32926091 -0.        ]	b	1	4*x**2
965	867	sim	Given the formula $$- \left(x_{1}^{x_{1}}\right)^{0.5} + \sin{\left (3.14 x_{2} \right )}$$ and the input value(s) $$[x_1=4, x_2=4]$$ which of the following values is the nearest to the correct output?	1.6		-16.01		160.1		8.01		b	0	-(x_1**x_1)**0.5 + sin(3.14*x_2)
966	906	sim	Given the formula $$3 + \frac{x_{2}^{2}}{x_{1}}$$ and the input value(s) $$[x_1=5, x_2=3]$$ which of the following values is the nearest to the correct output?	0.48		48.0		9.6		4.8		d	0	3 + x_2**2/x_1
967	326	sim	Given the formula $$2 + \frac{6}{\sin{\left (x + 3.14 \right )}}$$ which of the following graphs represents it correctly?	2.0*cos(x + 3.14) + 5	[2.85000287 7.34999964]	-cos(3.14*x) + cos(x - 1.57)	[-1.89039938  2.0602767 ]	x^0.5 - sin(x - 1.57) + 8	[ 0.         12.10242778]	2 + 6/sin(x + 3.14)	[-10268.44494581   1221.03340744]	d	1	2 + 6/sin(x + 3.14)
968	993	sim	Given the formula $$- 6^{\left(x_{2} + 6\right)^{0.5}} x_{1} + x_{2}$$ and the input value(s) $$[x_1=8, x_2=4]$$ which of the following values is the nearest to the correct output?	230.65		4613.0		-2306.5		-23065.0		c	0	-6**((x_2 + 6)**0.5)*x_1 + x_2
969	743	sim	Given the formula $$\frac{9 x_{1}}{x_{2} + 8}$$ and the input value(s) $$[x_1=5, x_2=7]$$ which of the following values is the nearest to the correct output?	-0.3		3.0		-30.0		0.3		b	0	9*x_1/(x_2 + 8)
970	911	sim	Given the formula $$\cos{\left (3.14 x \right )} + 1$$ which of the following graphs represents it correctly?	cos(3.14*x) + 1	[4.55022792e-05 1.99995123e+00]	-cos(x + 3.14)^5 + 4	[2.85000081 5.24999208]	x^0.5 - sin(x + 1.57) + 5	[0.         9.53744384]	-sin(3.14*x) + 7	[5.70000001 8.39999999]	a	1	cos(3.14*x) + 1
971	517	sim	Given the formula $$\frac{1}{x}$$ which of the following graphs represents it correctly?	9*x + 6	[-79.8 100.8]	-(1/x)	[-249.9  249.9]	-(9*x + 6)	[-100.8   79.8]	1/x	[-249.9  249.9]	d	1	1/x
972	115	sim	Given the formula $$7 x + 3$$ which of the following graphs represents it correctly?	7*x + 3	[-67.  73.]	-x^2 + x + 9	[-95.95         9.71249996]	-(-x^2 + x + 9)	[-9.71249996 95.95      ]	-(7*x + 3)	[-73.  67.]	a	1	7*x + 3
973	860	sim	Given the formula $$- \frac{x_{2}}{\cos{\left (x_{1} + 1.57 \right )}} + 5$$ and the input value(s) $$[x_1=1.57, x_2=2.0]$$ which of the following values is the nearest to the correct output?	14.0		-70.0		7.0		70.0		c	0	-x_2/cos(x_1 + 1.57) + 5
974	321	sim	Given the formula $$\left(- \sin{\left (3.14 x \right )} + 3\right)^{0.5}$$ which of the following graphs represents it correctly?	-sin(3.14*x) - sin(x - 1.57)	[-1.89727751  2.07707764]	(-sin(3.14*x) + 3)^0.5	[1.41421357 2.        ]	-sin(x - 1.57) + 6	[4.75000002 7.34999663]	cos(x + 1.57) + 5	[3.80000006 6.29999799]	b	1	(-sin(3.14*x) + 3)**0.5
975	510	sim	Given the formula $$\left(x_{1} + \frac{1}{x_{2}}\right)^{0.5}$$ and the input value(s) $$[x_1=0.2, x_2=0.5]$$ which of the following values is the nearest to the correct output?	1.48		0.15		-0.15		-0.74		a	0	(x_1 + 1/x_2)**0.5
976	217	sim	Given the formula $$x_{1} + 4 x_{2} + 4$$ and the input value(s) $$[x_1=0.3, x_2=0.0]$$ which of the following values is the nearest to the correct output?	0.43		43.0		-0.43		4.3		d	0	x_1 + 4*x_2 + 4
977	794	sim	Given the formula $$x_{1} - \sin{\left (1.57 x_{2} \right )}$$ and the input value(s) $$[x_1=0.7, x_2=0.6]$$ which of the following values is the nearest to the correct output?	0.01		-0.11		-1.1		-0.22		b	0	x_1 - sin(1.57*x_2)
978	240	sim	Given the formula $$- x_{1} x_{3} + x_{2}$$ and the input value(s) $$[x_1=0.4, x_2=0.2, x_3=0.7]$$ which of the following values is the nearest to the correct output?	0.04		-0.8		-0.08		0.8		c	0	-x_1*x_3 + x_2
979	654	sim	Given the formula $$\left(\frac{1}{x}\right)^{0.5} + 2$$ which of the following graphs represents it correctly?	-((x^2)^0.5 + 9)	[-19.95        -8.55380152]	(1/x)^0.5 + 2	[ 0.         17.80822571]	(x^2)^0.5 + 9	[ 8.55380152 19.95      ]	-((1/x)^0.5 + 2)	[-17.80822571  -0.        ]	b	1	(1/x)**0.5 + 2
980	356	sim	Given the formula $$- x_{1}^{x_{1}} x_{2}$$ and the input value(s) $$[x_1=1, x_2=5]$$ which of the following values is the nearest to the correct output?	10.0		-5.0		-2.5		-0.5		b	0	-x_1**x_1*x_2
981	371	sim	Given the formula $$\frac{4 x_{1}^{0.5}}{x_{2}} \left(x_{1} + 5.0\right)$$ and the input value(s) $$[x_1=0.3, x_2=0.1]$$ which of the following values is the nearest to the correct output?	116.12		11.61		58.06		-1161.2		a	0	4*x_1**0.5*(x_1 + 5.0)/x_2
982	355	sim	Given the formula $$\sin{\left (3.14 x \right )} \cos{\left (3.14 x \right )}$$ which of the following graphs represents it correctly?	2*x + sin(x - 3.14) + 1	[-18.56554987  22.62262461]	sin(3.14*x)*cos(3.14*x)	[-0.49998993  0.49998993]	cos(x - 3.14)^5	[-0.94999284  1.0499991 ]	sin(x + 1.57) + 7	[5.70000002 8.39999663]	b	1	sin(3.14*x)*cos(3.14*x)
983	734	sim	Given the formula $$- x_{2} + \frac{x_{3}^{0.5}}{x_{1} + x_{2}}$$ and the input value(s) $$[x_1=4, x_2=4, x_3=0]$$ which of the following values is the nearest to the correct output?	-0.4		-8.0		-4.0		8.0		c	0	-x_2 + x_3**0.5/(x_1 + x_2)
984	764	sim	Given the formula $$x + \sin{\left (3.14 x \right )} + 7$$ which of the following graphs represents it correctly?	(x - 1/x)/(-cos(x + 1.57) + 4)	[-59.30277929  65.67647702]	cos(x + 1.57) + 2	[0.95000006 3.14999799]	7*cos(x - 1.57)	[-6.64999956  7.34998593]	x + sin(3.14*x) + 7	[-2.98407414 16.98407414]	d	1	x + sin(3.14*x) + 7
985	570	sim	Given the formula $$8 x_{1} - x_{2} + 5$$ and the input value(s) $$[x_1=0.5, x_2=0.4]$$ which of the following values is the nearest to the correct output?	-17.2		8.6		0.86		4.3		b	0	8*x_1 - x_2 + 5
986	935	sim	Given the formula $$3 x_{1} \left(x_{2} + x_{3}\right) \left(7^{x_{2}}\right)^{0.5}$$ and the input value(s) $$[x_1=0.4, x_2=0.4, x_3=0.7]$$ which of the following values is the nearest to the correct output?	3.9		-0.2		1.95		0.2		c	0	3*x_1*(x_2 + x_3)*(7**x_2)**0.5
987	455	sim	Given the formula $$\sin{\left (x + 1.57 \right )} + 6$$ which of the following graphs represents it correctly?	2*x - cos(3.14*x)	[-19.94987952  20.18085727]	sin(x + 1.57) + 6	[5.00000002 6.99999679]	cos(x + 1.57)	[-0.94999994  1.04999799]	cos(3.14*x) + 6	[4.75004323 7.3499488 ]	b	1	sin(x + 1.57) + 6
988	664	sim	Given the formula $$7 \left(\frac{1}{x}\right)^{0.5}$$ which of the following graphs represents it correctly?	7*(1/x)^0.5	[  0.         110.65757995]	-(3 + 1/x)	[-265.545  234.555]	3 + 1/x	[-234.555  265.545]	-(7*(1/x)^0.5)	[-110.65757995   -0.        ]	a	1	7*(1/x)**0.5
989	206	sim	Given the formula $$1.41 \left(\frac{1}{x}\right)^{0.5}$$ which of the following graphs represents it correctly?	-((x + 8)^0.5 + 5)	[-9.70477272 -0.        ]	-(1.41*(1/x)^0.5)	[-22.35767859  -0.        ]	1.41*(1/x)^0.5	[ 0.         22.35767859]	(x + 8)^0.5 + 5	[0.         9.70477272]	c	1	1.41*(1/x)**0.5
990	109	sim	Given the formula $$\frac{0.5 \cos{\left (x_{1} + 3.14 \right )}}{\sin{\left (x_{2} + 3.14 \right )}}$$ and the input value(s) $$[x_1=0, x_2=0]$$ which of the following values is the nearest to the correct output?	-3139.4		156.97		-313.94		-156.97		c	0	0.5*cos(x_1 + 3.14)/sin(x_2 + 3.14)
991	301	sim	Given the formula $$5 x^{0.5} + \frac{1}{\sin{\left (x + 1.57 \right )}}$$ which of the following graphs represents it correctly?	sin(x - 1.57) + 3	[1.90000305 4.19999998]	5*x^0.5 + 1/sin(x + 1.57)	[-2732.51453319   223.5434795 ]	-6*sin(x - 1.57)/x	[-1424.42268287  1574.35187895]	x^0.5 - sin(x + 1.57) + 5	[0.         9.53744384]	b	1	5*x**0.5 + 1/sin(x + 1.57)
992	905	sim	Given the formula $$7 \cos{\left (1.57 x \right )} + 6$$ which of the following graphs represents it correctly?	sin(1.57*x) + 4	[2.85001081 5.24998806]	8*cos(x + 3.14)^sin(cos(x + 3.14))	[0.         8.39999879]	8 + 7^(-sin(x - 3.14))	[ 7.73571429 15.7499458 ]	7*cos(1.57*x) + 6	[-0.99990265 12.99991466]	d	1	7*cos(1.57*x) + 6
993	417	sim	Given the formula $$\left(0.5 x + 7\right)^{0.5}$$ which of the following graphs represents it correctly?	x^0.5 + 9	[ 0.         12.77039154]	-(x^0.5 + 9)	[-12.77039154  -0.        ]	-((0.5*x + 7)^0.5)	[-3.46410162 -1.41421356]	(0.5*x + 7)^0.5	[1.41421356 3.46410162]	d	1	(0.5*x + 7)**0.5
994	756	sim	Given the formula $$x_{1} + x_{2}^{2} + \left(x_{2} x_{3}\right)^{0.5} + 5$$ and the input value(s) $$[x_1=6, x_2=9, x_3=6]$$ which of the following values is the nearest to the correct output?	-49.67		-993.4		198.68		99.34		d	0	x_1 + x_2**2 + (x_2*x_3)**0.5 + 5
995	110	sim	Given the formula $$- \frac{7^{x_{3}}}{\cos{\left (1.57 x_{2} \right )}} + x_{1} x_{4} - x_{2}^{0.5}$$ and the input value(s) $$[x_1=0.8, x_2=0.1, x_3=0.6, x_4=0.9]$$ which of the following values is the nearest to the correct output?	-5.7		-2.85		-0.29		0.29		b	0	-7**x_3/cos(1.57*x_2) + x_1*x_4 - x_2**0.5
996	763	sim	Given the formula $$- 2^{\sin{\left (1.57 x_{1} \right )}} + x_{2}^{0.5}$$ and the input value(s) $$[x_1=3, x_2=5]$$ which of the following values is the nearest to the correct output?	1.74		-0.87		17.4		-0.17		a	0	-2**sin(1.57*x_1) + x_2**0.5
997	548	sim	Given the formula $$2^{- x_{1} + x_{2}^{0.5}} + x_{2} + 9$$ and the input value(s) $$[x_1=0.4, x_2=0.8]$$ which of the following values is the nearest to the correct output?	11.21		-1.12		22.42		1.12		a	0	2**(-x_1 + x_2**0.5) + x_2 + 9
998	726	sim	Given the formula $$2 x^{2} - x + 7$$ which of the following graphs represents it correctly?	2*x^2 - x + 7	[  6.87500883 217.        ]	(-x + 8)^0.5	[0.         4.45477272]	-(2*x^2 - x + 7)	[-217.           -6.87500883]	-((-x + 8)^0.5)	[-4.45477272 -0.        ]	a	1	2*x**2 - x + 7
999	667	sim	Given the formula $$\left(\cos^{8}{\left (3.14 x \right )}\right)^{0.5}$$ which of the following graphs represents it correctly?	(cos(3.14*x)^8)^0.5	[7.98026993e-16 9.99818003e-01]	sin(x + 3.14) + 6	[4.75000003 7.34999602]	3^sin(1.57*x)	[0.31667062 3.14996063]	sin(x - 3.14) + 8	[6.6500036  9.44999997]	a	1	(cos(3.14*x)**8)**0.5