Fintech_Proj.ipynb

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      "cell_type": "markdown",
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        "<a href=\"https://colab.research.google.com/github/PranavJha2k3/project/blob/main/Fintech_Proj.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "source": [
        "%pip install pandas_ta"
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          "text": [
            "Collecting pandas_ta\n",
            "  Downloading pandas_ta-0.3.14b.tar.gz (115 kB)\n",
            "\u001b[?25l     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m0.0/115.1 kB\u001b[0m \u001b[31m?\u001b[0m eta \u001b[36m-:--:--\u001b[0m\r\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m115.1/115.1 kB\u001b[0m \u001b[31m3.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25h  Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "Requirement already satisfied: pandas in /usr/local/lib/python3.10/dist-packages (from pandas_ta) (1.5.3)\n",
            "Requirement already satisfied: python-dateutil>=2.8.1 in /usr/local/lib/python3.10/dist-packages (from pandas->pandas_ta) (2.8.2)\n",
            "Requirement already satisfied: pytz>=2020.1 in /usr/local/lib/python3.10/dist-packages (from pandas->pandas_ta) (2023.3.post1)\n",
            "Requirement already satisfied: numpy>=1.21.0 in /usr/local/lib/python3.10/dist-packages (from pandas->pandas_ta) (1.23.5)\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.10/dist-packages (from python-dateutil>=2.8.1->pandas->pandas_ta) (1.16.0)\n",
            "Building wheels for collected packages: pandas_ta\n",
            "  Building wheel for pandas_ta (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for pandas_ta: filename=pandas_ta-0.3.14b0-py3-none-any.whl size=218907 sha256=212ea8bf0302a974737e3d9d0b18a220520d03e1b01cddb09853c0b667ce606b\n",
            "  Stored in directory: /root/.cache/pip/wheels/69/00/ac/f7fa862c34b0e2ef320175100c233377b4c558944f12474cf0\n",
            "Successfully built pandas_ta\n",
            "Installing collected packages: pandas_ta\n",
            "Successfully installed pandas_ta-0.3.14b0\n"
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      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import yfinance as yf\n",
        "import pandas_ta as ta"
      ],
      "metadata": {
        "id": "dg50rmThsOZy"
      },
      "execution_count": null,
      "outputs": []
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        "Tata_Motors=yf.Ticker('TATAMOTORS.NS')\n",
        "data=Tata_Motors.history(period='5y',interval='1d')\n",
        "selected_columns=['Open','Close','High','Low','Volume']\n",
        "data=data[selected_columns]\n",
        "data.head(50)"
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              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-02-25 00:00:00+05:30</th>\n",
              "      <td>174.605807</td>\n",
              "      <td>175.203949</td>\n",
              "      <td>176.948512</td>\n",
              "      <td>172.960940</td>\n",
              "      <td>15554532</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-02-26 00:00:00+05:30</th>\n",
              "      <td>172.462493</td>\n",
              "      <td>182.082504</td>\n",
              "      <td>182.880022</td>\n",
              "      <td>171.964046</td>\n",
              "      <td>31859427</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-02-27 00:00:00+05:30</th>\n",
              "      <td>182.979714</td>\n",
              "      <td>176.798981</td>\n",
              "      <td>185.521795</td>\n",
              "      <td>175.552864</td>\n",
              "      <td>19723906</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-02-28 00:00:00+05:30</th>\n",
              "      <td>179.440731</td>\n",
              "      <td>176.898651</td>\n",
              "      <td>180.985918</td>\n",
              "      <td>176.051301</td>\n",
              "      <td>18692372</td>\n",
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              "    <tr>\n",
              "      <th>2019-03-01 00:00:00+05:30</th>\n",
              "      <td>178.094925</td>\n",
              "      <td>179.739807</td>\n",
              "      <td>183.428308</td>\n",
              "      <td>176.798976</td>\n",
              "      <td>20539919</td>\n",
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              "    <tr>\n",
              "      <th>2019-03-05 00:00:00+05:30</th>\n",
              "      <td>183.228930</td>\n",
              "      <td>193.447083</td>\n",
              "      <td>197.733725</td>\n",
              "      <td>180.836377</td>\n",
              "      <td>58138551</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-03-06 00:00:00+05:30</th>\n",
              "      <td>194.792879</td>\n",
              "      <td>188.213394</td>\n",
              "      <td>194.792879</td>\n",
              "      <td>187.166654</td>\n",
              "      <td>22468702</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-03-07 00:00:00+05:30</th>\n",
              "      <td>190.805319</td>\n",
              "      <td>188.711853</td>\n",
              "      <td>192.848953</td>\n",
              "      <td>187.216513</td>\n",
              "      <td>27051501</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-03-08 00:00:00+05:30</th>\n",
              "      <td>187.216509</td>\n",
              "      <td>180.637009</td>\n",
              "      <td>187.366036</td>\n",
              "      <td>179.440740</td>\n",
              "      <td>28012914</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-03-11 00:00:00+05:30</th>\n",
              "      <td>181.434532</td>\n",
              "      <td>181.285004</td>\n",
              "      <td>184.026459</td>\n",
              "      <td>180.487486</td>\n",
              "      <td>25669662</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-03-12 00:00:00+05:30</th>\n",
              "      <td>183.827064</td>\n",
              "      <td>184.225830</td>\n",
              "      <td>185.422099</td>\n",
              "      <td>182.979714</td>\n",
              "      <td>18657724</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-03-13 00:00:00+05:30</th>\n",
              "      <td>183.876908</td>\n",
              "      <td>181.135452</td>\n",
              "      <td>184.325507</td>\n",
              "      <td>179.839488</td>\n",
              "      <td>9769821</td>\n",
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              "    <tr>\n",
              "      <th>2019-03-14 00:00:00+05:30</th>\n",
              "      <td>180.936080</td>\n",
              "      <td>178.992142</td>\n",
              "      <td>181.883125</td>\n",
              "      <td>177.098036</td>\n",
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              "    <tr>\n",
              "      <th>2019-03-15 00:00:00+05:30</th>\n",
              "      <td>179.640110</td>\n",
              "      <td>179.440735</td>\n",
              "      <td>180.836379</td>\n",
              "      <td>177.048198</td>\n",
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              "    <tr>\n",
              "      <th>2019-03-18 00:00:00+05:30</th>\n",
              "      <td>180.437630</td>\n",
              "      <td>181.683746</td>\n",
              "      <td>184.126131</td>\n",
              "      <td>178.942291</td>\n",
              "      <td>14690339</td>\n",
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              "    <tr>\n",
              "      <th>2019-03-19 00:00:00+05:30</th>\n",
              "      <td>181.434526</td>\n",
              "      <td>182.281891</td>\n",
              "      <td>183.926758</td>\n",
              "      <td>180.188409</td>\n",
              "      <td>10318028</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-03-20 00:00:00+05:30</th>\n",
              "      <td>182.431409</td>\n",
              "      <td>179.640106</td>\n",
              "      <td>182.880008</td>\n",
              "      <td>179.041980</td>\n",
              "      <td>7543753</td>\n",
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              "    <tr>\n",
              "      <th>2019-03-22 00:00:00+05:30</th>\n",
              "      <td>181.384678</td>\n",
              "      <td>174.855026</td>\n",
              "      <td>181.434526</td>\n",
              "      <td>174.356580</td>\n",
              "      <td>11505994</td>\n",
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              "    <tr>\n",
              "      <th>2019-03-25 00:00:00+05:30</th>\n",
              "      <td>173.160314</td>\n",
              "      <td>170.767776</td>\n",
              "      <td>173.260009</td>\n",
              "      <td>170.020107</td>\n",
              "      <td>11864723</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-03-26 00:00:00+05:30</th>\n",
              "      <td>171.365896</td>\n",
              "      <td>172.562180</td>\n",
              "      <td>173.060626</td>\n",
              "      <td>171.066840</td>\n",
              "      <td>7820112</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-03-27 00:00:00+05:30</th>\n",
              "      <td>173.459381</td>\n",
              "      <td>169.322281</td>\n",
              "      <td>174.456274</td>\n",
              "      <td>168.624444</td>\n",
              "      <td>10047628</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-03-28 00:00:00+05:30</th>\n",
              "      <td>168.474909</td>\n",
              "      <td>170.020096</td>\n",
              "      <td>170.867446</td>\n",
              "      <td>167.029417</td>\n",
              "      <td>13203927</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-04-01 00:00:00+05:30</th>\n",
              "      <td>175.802091</td>\n",
              "      <td>186.767914</td>\n",
              "      <td>189.160451</td>\n",
              "      <td>175.802091</td>\n",
              "      <td>46389181</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-04-02 00:00:00+05:30</th>\n",
              "      <td>187.465728</td>\n",
              "      <td>202.319427</td>\n",
              "      <td>203.764919</td>\n",
              "      <td>184.724272</td>\n",
              "      <td>100834335</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-04-03 00:00:00+05:30</th>\n",
              "      <td>204.363064</td>\n",
              "      <td>200.724411</td>\n",
              "      <td>208.300789</td>\n",
              "      <td>198.581082</td>\n",
              "      <td>81779620</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-04-04 00:00:00+05:30</th>\n",
              "      <td>201.222863</td>\n",
              "      <td>205.509491</td>\n",
              "      <td>206.257161</td>\n",
              "      <td>200.425346</td>\n",
              "      <td>41268908</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-04-05 00:00:00+05:30</th>\n",
              "      <td>207.353740</td>\n",
              "      <td>204.512589</td>\n",
              "      <td>208.849079</td>\n",
              "      <td>201.671453</td>\n",
              "      <td>32057373</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-04-08 00:00:00+05:30</th>\n",
              "      <td>205.359959</td>\n",
              "      <td>199.926895</td>\n",
              "      <td>206.755603</td>\n",
              "      <td>198.182332</td>\n",
              "      <td>23877595</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-04-09 00:00:00+05:30</th>\n",
              "      <td>199.378592</td>\n",
              "      <td>205.260254</td>\n",
              "      <td>206.954984</td>\n",
              "      <td>197.534333</td>\n",
              "      <td>29611268</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-04-10 00:00:00+05:30</th>\n",
              "      <td>205.359961</td>\n",
              "      <td>215.378738</td>\n",
              "      <td>216.724535</td>\n",
              "      <td>204.961209</td>\n",
              "      <td>69349488</td>\n",
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              "    <tr>\n",
              "      <th>2019-04-11 00:00:00+05:30</th>\n",
              "      <td>215.927029</td>\n",
              "      <td>217.522049</td>\n",
              "      <td>218.518942</td>\n",
              "      <td>212.637279</td>\n",
              "      <td>41859862</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-04-12 00:00:00+05:30</th>\n",
              "      <td>218.269716</td>\n",
              "      <td>215.279037</td>\n",
              "      <td>218.319564</td>\n",
              "      <td>214.331992</td>\n",
              "      <td>21788548</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2019-04-15 00:00:00+05:30</th>\n",
              "      <td>216.475309</td>\n",
              "      <td>231.029953</td>\n",
              "      <td>232.525293</td>\n",
              "      <td>216.475309</td>\n",
              "      <td>57283251</td>\n",
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              "      border-right-color: var(--fill-color);\n",
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              "      border-right-color: var(--fill-color);\n",
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              "\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 4
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**SMA & EMA Calculations**  \n",
        "\n",
        "---\n",
        "\n",
        "\n",
        "\n",
        "---\n",
        "\n"
      ],
      "metadata": {
        "id": "fL9nELsVwNkc"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "data['SMA']=data['Close'].rolling(window=20).mean()[-40:].plot()\n",
        "data['EMA_10']=data['Close'].ewm(span=10,adjust=False).mean()[-40:].plot()\n",
        "data['EMA_5']=data['Close'].ewm(span=5,adjust=False).mean()[-40:].plot()\n",
        "# data['Close'].plot()\n",
        "# data[['SMA','EMA_10','EMA_5']][-256:].plot()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 446
        },
        "id": "7Q7i_Ax-t0tU",
        "outputId": "9cd9ed99-64e3-47bb-f0a8-113ff71d6df7"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "koIx4nG3ueDB"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Calculation of RSI**"
      ],
      "metadata": {
        "id": "IVN67ni90Gje"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "delta=data['Close'].diff()\n",
        "window=14\n",
        "gains=delta.where(delta>0,0)\n",
        "loss=-delta.where(delta<0,0)\n",
        "avg_gains=gains.rolling(window=window,min_periods=1).mean()\n",
        "avg_losses=loss.rolling(window=window,min_periods=1).mean()\n",
        "rs=avg_gains/avg_losses\n",
        "rsi=100-(100/(1+rs))\n",
        "rsi[-40:].plot()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 461
        },
        "id": "SZLMUTzd0Kkv",
        "outputId": "48f3a4dc-09b8-442f-d305-4e40544f0c39"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: xlabel='Date'>"
            ]
          },
          "metadata": {},
          "execution_count": 8
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "***Bollinger Bands Calculations***"
      ],
      "metadata": {
        "id": "GHT5algH1OVU"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "tickerSymbol = 'TATAMOTORS.NS'\n",
        "\n",
        "\n",
        "tickerData = yf.Ticker(tickerSymbol)\n",
        "\n",
        "\n",
        "df = tickerData.history(period='1h', start='2022-1-1', end='2023-12-31')\n",
        "\n",
        "\n",
        "print(df)\n",
        "\n",
        "df['20 Day MA'] = df['Close'].rolling(window=20).mean()\n",
        "df['20 Day STD'] = df['Close'].rolling(window=20).std()\n",
        "df['Upper Band'] = df['20 Day MA'] + (df['20 Day STD'] * 2.5)\n",
        "df['Lower Band'] = df['20 Day MA'] - (df['20 Day STD'] * 2.5)\n",
        "\n",
        "plt.figure(figsize=(10, 5))\n",
        "#plt.plot(df['Close'], color='blue')\n",
        "plt.plot(df['20 Day MA'],color='red')\n",
        "plt.plot(df['Upper Band'],color='green')\n",
        "plt.plot(df['Lower Band'],color='grey')"
      ],
      "metadata": {
        "id": "PmpXKbvK1XZG",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 935
        },
        "outputId": "ad7a5811-1e9e-4574-e4d9-1e9855e0a9f6"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "                                 Open        High         Low       Close  \\\n",
            "Date                                                                        \n",
            "2022-01-03 00:00:00+05:30  491.966688  499.293857  490.471348  496.053955   \n",
            "2022-01-04 00:00:00+05:30  495.256438  497.449615  482.546052  488.078827   \n",
            "2022-01-05 00:00:00+05:30  485.437044  491.219011  482.047584  488.228333   \n",
            "2022-01-06 00:00:00+05:30  480.003977  491.418414  475.617654  487.331146   \n",
            "2022-01-07 00:00:00+05:30  488.527405  493.960484  482.246991  489.075714   \n",
            "...                               ...         ...         ...         ...   \n",
            "2023-12-22 00:00:00+05:30  716.799988  731.000000  712.000000  724.700012   \n",
            "2023-12-26 00:00:00+05:30  727.400024  727.500000  716.599976  719.549988   \n",
            "2023-12-27 00:00:00+05:30  728.000000  741.849976  725.150024  740.900024   \n",
            "2023-12-28 00:00:00+05:30  742.650024  757.950012  739.049988  753.900024   \n",
            "2023-12-29 00:00:00+05:30  755.000000  802.900024  754.000000  779.950012   \n",
            "\n",
            "                             Volume  Dividends  Stock Splits  \n",
            "Date                                                          \n",
            "2022-01-03 00:00:00+05:30  32748423        0.0           0.0  \n",
            "2022-01-04 00:00:00+05:30  24100985        0.0           0.0  \n",
            "2022-01-05 00:00:00+05:30  15420105        0.0           0.0  \n",
            "2022-01-06 00:00:00+05:30  16563230        0.0           0.0  \n",
            "2022-01-07 00:00:00+05:30  15532165        0.0           0.0  \n",
            "...                             ...        ...           ...  \n",
            "2023-12-22 00:00:00+05:30  12062238        0.0           0.0  \n",
            "2023-12-26 00:00:00+05:30   7229143        0.0           0.0  \n",
            "2023-12-27 00:00:00+05:30  15052800        0.0           0.0  \n",
            "2023-12-28 00:00:00+05:30  14906199        0.0           0.0  \n",
            "2023-12-29 00:00:00+05:30  41170191        0.0           0.0  \n",
            "\n",
            "[493 rows x 7 columns]\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7a812ad75000>]"
            ]
          },
          "metadata": {},
          "execution_count": 12
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "***MACD***"
      ],
      "metadata": {
        "id": "kyu7ZyKcx6rv"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "tick_symb= 'TATAMOTORS.NS'\n",
        "\n",
        "tickerData = yf.Ticker(tick_symb)\n",
        "\n",
        "tickerDf = tickerData.history(period='1h', start='2023-1-1', end='2023-12-31')\n",
        "\n",
        "\n",
        "\n",
        "\n",
        "tickerDf['MACD_line'] = tickerDf['Close'].ewm(span=12, adjust=False).mean() - tickerDf['Close'].ewm(span=26, adjust = False).mean()\n",
        "tickerDf['Signal_line'] = tickerDf['MACD_line'].ewm(span=9, adjust=False).mean()\n",
        "tickerDf['MACD_Hist'] = tickerDf['MACD_line'] - tickerDf['Signal_line']\n",
        "\n",
        "\n",
        "\n",
        "plt.figure(figsize=(10, 5))\n",
        "plt.plot(tickerDf['MACD_line'], label='MACD Line', color='green')\n",
        "plt.plot(tickerDf['Signal_line'], label='Signal Line', color='blue')\n",
        "\n",
        "\n",
        "plt.bar(tickerDf.index, tickerDf['MACD_Hist'], label='MACD Histogram', color='grey')\n",
        "plt.title('MACD')\n",
        "plt.legend()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 439
        },
        "id": "tjeP71ijyBgq",
        "outputId": "e1cb35c8-aa60-45d8-ab9e-7c3d049356c5"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "jSnC94PKzw7b"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# ***RSI & EMA Based Trading Strategy***"
      ],
      "metadata": {
        "id": "FE4POXZjWYWg"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def calculate_ema(data, window):\n",
        "    ema = [data.iloc[0]]\n",
        "    multiplier = 2 / (window + 1)\n",
        "\n",
        "    for i in range(1, len(data)):\n",
        "        ema_value = (data.iloc[i] - ema[i - 1]) * multiplier + ema[i - 1]\n",
        "        ema.append(ema_value)\n",
        "\n",
        "    return ema\n",
        "\n",
        "def calculate_sma(data, window):\n",
        "    sma = [data.iloc[0]]\n",
        "\n",
        "    for i in range(1, len(data)):\n",
        "        sma_value = data.iloc[i - window + 1:i + 1].mean()\n",
        "        sma.append(sma_value)\n",
        "\n",
        "    return sma\n",
        "\n",
        "def calculate_rsi(data, window=14):\n",
        "    delta = data.diff()\n",
        "\n",
        "    gains = delta.where(delta > 0, 0)\n",
        "    losses = -delta.where(delta < 0, 0)\n",
        "\n",
        "    avg_gain = gains.rolling(window=window, min_periods=1).mean()\n",
        "    avg_loss = losses.rolling(window=window, min_periods=1).mean()\n",
        "\n",
        "    rs = avg_gain / avg_loss\n",
        "    rsi = 100 - (100 / (1 + rs))\n",
        "\n",
        "    return rsi\n",
        "\n",
        "df = yf.download('TATAMOTORS.NS', start='2015-01-01', end='2024-01-01')\n",
        "\n",
        "\n",
        "ema_7 = 7\n",
        "ema_15 = 15\n",
        "\n",
        "sma_50 = 50\n",
        "sma_20 = 20\n",
        "sma_200 = 200\n",
        "\n",
        "rsi_buy_lower = 25\n",
        "rsi_buy_upper = 30\n",
        "\n",
        "rsi_sell_lower = 75\n",
        "rsi_sell_upper = 70\n",
        "\n",
        "\n",
        "\n",
        "df['EMA_7'] = calculate_ema(df['Close'], ema_7)\n",
        "df['EMA_15'] = calculate_ema(df['Close'], ema_15)\n",
        "\n",
        "df['SMA_50'] = calculate_sma(df['Close'], sma_50)\n",
        "df['SMA_200'] = calculate_sma(df['Close'], sma_200)\n",
        "df['SMA_20'] = calculate_sma(df['Close'], sma_20)\n",
        "\n",
        "df['RSI'] = calculate_rsi(df['Close'])\n",
        "\n",
        "df['30 Day MA'] = df['Close'].rolling(window=30).mean()\n",
        "df['30 Day STD'] = df['Close'].rolling(window=30).std()\n",
        "df['Upper Band'] = df['30 Day MA'] + (df['30 Day STD'] * 3)\n",
        "df['Lower Band'] = df['30 Day MA'] - (df['30 Day STD'] * 3)\n",
        "\n",
        "\n",
        "df['Signal'] = 0\n",
        "df.loc[((df['EMA_7'] > df['EMA_15']) &  (df['SMA_20'] > df['SMA_50'])) & ((df['RSI'] >= rsi_buy_lower) | (df['RSI'] <= rsi_buy_upper)) | (df['Close'] < df['Lower Band']) , 'Signal'] = 1\n",
        "df.loc[((df['EMA_7'] < df['EMA_15']) & (df['SMA_50'] < df['SMA_200'])) & ((df['RSI'] >= rsi_sell_lower) | (df['RSI'] <= rsi_sell_upper)) | (df['Close'] > df['Upper Band']) , 'Signal'] = -1\n",
        "print(df)\n",
        "\n",
        "\n",
        "\n",
        "plt.figure(figsize=(10, 5))\n",
        "plt.plot(df['Close'], label='Close Price', color='black')\n",
        "plt.scatter(df.index[df['Signal'] == 1], df['Close'][df['Signal'] == 1], marker='^', color='g', label='Buy Signal')\n",
        "plt.scatter(df.index[df['Signal'] == -1], df['Close'][df['Signal'] == -1], marker='v', color='r', label='Sell Signal')\n",
        "plt.title('Stock Price with Buy and Sell Signals')\n",
        "plt.xlabel('Date')\n",
        "plt.ylabel('Close Price')\n",
        "plt.legend()\n",
        "plt.show()\n",
        "\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "ED6pbIxHWheB",
        "outputId": "00b9c456-e342-4815-bf73-c9d8c7f9979d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "\r[*********************100%%**********************]  1 of 1 completed\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "                  Open        High         Low       Close   Adj Close  \\\n",
            "Date                                                                     \n",
            "2019-01-01  173.500000  174.199997  171.300003  173.449997  172.911087   \n",
            "2019-01-02  170.600006  171.750000  168.000000  168.550003  168.026321   \n",
            "2019-01-03  169.000000  170.149994  165.100006  166.050003  165.534088   \n",
            "2019-01-04  169.000000  171.949997  168.500000  170.949997  170.418854   \n",
            "2019-01-07  173.199997  178.199997  173.199997  175.350006  174.805191   \n",
            "...                ...         ...         ...         ...         ...   \n",
            "2022-12-26  380.250000  390.700012  375.200012  384.799988  383.604401   \n",
            "2022-12-27  390.000000  397.450012  388.500000  394.149994  392.925354   \n",
            "2022-12-28  394.000000  395.899994  390.399994  391.299988  390.084229   \n",
            "2022-12-29  389.000000  390.000000  383.049988  385.899994  384.700989   \n",
            "2022-12-30  391.000000  392.200012  387.000000  387.950012  386.744659   \n",
            "\n",
            "              Volume       EMA_5      EMA_10       EMA_7      EMA_15  \\\n",
            "Date                                                                   \n",
            "2019-01-01   6715543  173.449997  173.449997  173.449997  173.449997   \n",
            "2019-01-02  13410104  171.816666  172.559089  172.224998  172.837498   \n",
            "2019-01-03   9321842  169.894445  171.375619  170.681250  171.989061   \n",
            "2019-01-04  17650435  170.246296  171.298233  170.748436  171.859178   \n",
            "2019-01-07  21438351  171.947532  172.034919  171.898829  172.295531   \n",
            "...              ...         ...         ...         ...         ...   \n",
            "2022-12-26  16979026  392.707441  401.809163  396.999314  407.125863   \n",
            "2022-12-27  14372461  393.188292  400.416587  396.286984  405.503879   \n",
            "2022-12-28   8443917  392.558857  398.759023  395.040235  403.728393   \n",
            "2022-12-29  15627403  390.339236  396.421018  392.755174  401.499843   \n",
            "2022-12-30   9198673  389.542828  394.880835  391.553884  399.806114   \n",
            "\n",
            "                SMA_50     SMA_100        RSI  Signal  \n",
            "Date                                                   \n",
            "2019-01-01  173.449997  173.449997        NaN       0  \n",
            "2019-01-02         NaN         NaN   0.000000       0  \n",
            "2019-01-03         NaN         NaN   0.000000       0  \n",
            "2019-01-04         NaN         NaN  39.837388       0  \n",
            "2019-01-07         NaN         NaN  55.688651      -1  \n",
            "...                ...         ...        ...     ...  \n",
            "2022-12-26  417.130000  430.485500  21.949588       0  \n",
            "2022-12-27  417.088000  429.635000  33.311889       0  \n",
            "2022-12-28  416.992000  428.785500  33.333320       0  \n",
            "2022-12-29  416.624999  427.966500  32.702020       0  \n",
            "2022-12-30  416.403000  427.157000  33.706478       0  \n",
            "\n",
            "[990 rows x 14 columns]\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "7CjaBesKtx_b"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}