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Analytic Reasoning_2019-09-21.sql
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Analytic Reasoning_2019-09-21.sql
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DROP TABLE IF EXISTS question_bank;--end
CREATE TABLE `question_bank` (
`question_id` int(11) NOT NULL,
`question` text NOT NULL,
`option_A` text NOT NULL,
`option_B` text NOT NULL,
`option_C` text NOT NULL,
`option_D` text NOT NULL,
`correct_option` varchar(255) NOT NULL,
`awarded_mark` int(10) NOT NULL,
PRIMARY KEY (`question_id`)
) ENGINE=InnoDB DEFAULT CHARSET=latin1;--end
INSERT INTO question_bank VALUES
('1','<p><img src=\"data:image/png;base64,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\" style=\"height:300px; width:630px\" /></p>\n\n<p>How many Bernd cars were sold in May?</p>\n','A. 10','B. 1,000','C. 5,000','D. 10,000','B','2'),
('2','<p><img 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\" style=\"height:300px; width:630px\" /></p>\n\n<p>What were the total sales of Tymko cars for May, June, July?</p>\n','A. 21,000','B. 16,000','C. 22,000','D. 6,000','D','2'),
('3','<p><img 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\" style=\"height:297px; width:578px\" /></p>\n\n<p>Which of the products shown had the lowest value of sales per non-European store and which had the highest value of sales per European store?</p>\n','A. PU10 (non-European); AE25 (European)','B. FD24 (non-European); DE45 (European)','C. FD24 (non-European); AE25 (European)','D. AE25 (non-European); PU10 (European)','C','2'),
('4','<p><img 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\" style=\"height:297px; width:578px\" /></p>\n\n<p>What is the discrepancy (in $) between the AE25 price per product unit in non- European stores compared to European stores. Use an exchange rate of 0.80 to the $.</p>\n','A. $30','B. $120','C. $130','D. $200','B','2'),
('5','<p><img 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\" style=\"height:297px; width:578px\" /></p>\n\n<p>This month’s combined target for non-European and European sales of AE25 is 40,000. Using an exchange rate of 0.75 to the $, what is the difference between the sales values shown and this target?</p>\n','A. 575','B. 750','C. 5,100','D. 5,750','D','2'),
('6','<p><img 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\" style=\"height:297px; width:578px\" /></p>\n\n<p>Given that a customer uses the promotional offers shown, put the 5 products sold in non-European stores into order of increasing promotional price per unit (starting with the cheapest).</p>\n','A. AE25, PU10, DE45, FD24, PU20','B. PU10, DE45, PU20, AE25, FD24','C. PU10, DE45, AE25, PU20, FD24','D. DE45, PU10, PU20, AE25, FD24','C','2'),
('7','<p><img 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\" style=\"height:297px; width:578px\" /></p>\n\n<p>Which of the components of the UK and US equity funds have the highest and the lowest value?</p>\n','A. lowest is US Fund (Bonds); highest is UK Fund (Derivatives)','B. lowest is US Fund (Shares); highest is UK Fund (Shares)','C. lowest is UK Fund (Bonds); highest is US Fund (Shares)','D. lowest is US Fund (Derivatives); highest is UK Fund (Shares)','D','2'),
('8','<p><img 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\" style=\"height:360px; width:611px\" /></p>\n\n<p>For the Glasgow manufacturing plant, which maintenance cost(s) represent approximately 7% of the total costs?</p>\n','A. Rent and Utilities','B. Insurance and Utilities','C. Utilities','D. Insurance','B','2'),
('9','<p><img 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\" style=\"height:360px; width:611px\" /></p>\n\n<p>What is the average annual cost for servicing each of the 5 manufacturing plants (assume 4 weeks in a month)?</p>\n','A. £48,000','B. £12,400','C. £16,500','D. £39,600','A','2'),
('10','<p><img src=\"data:image/png;base64,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\" style=\"height:217px; width:641px\" /></p>\n\n<p>In Liverpool what was the net effect of live birth and death rates in 2000?</p>\n','A. -200','B. +600','C. +500','D. +300','D','2');--end