project_1_diabetes.ipynb

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      "metadata": {
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      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 30,
      "id": "f98b0afc",
      "metadata": {
        "id": "f98b0afc"
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      "outputs": [],
      "source": [
        "df=pd.read_csv(\"/content/diabetes.csv\")"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive')"
      ],
      "metadata": {
        "id": "4OROkuKjblSj"
      },
      "id": "4OROkuKjblSj",
      "execution_count": null,
      "outputs": []
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            "text/plain": [
              "     Pregnancies  Glucose  BloodPressure  SkinThickness  Insulin   BMI  \\\n",
              "0              6      148             72             35        0  33.6   \n",
              "1              1       85             66             29        0  26.6   \n",
              "2              8      183             64              0        0  23.3   \n",
              "3              1       89             66             23       94  28.1   \n",
              "4              0      137             40             35      168  43.1   \n",
              "..           ...      ...            ...            ...      ...   ...   \n",
              "763           10      101             76             48      180  32.9   \n",
              "764            2      122             70             27        0  36.8   \n",
              "765            5      121             72             23      112  26.2   \n",
              "766            1      126             60              0        0  30.1   \n",
              "767            1       93             70             31        0  30.4   \n",
              "\n",
              "     DiabetesPedigreeFunction  Age  Outcome  \n",
              "0                       0.627   50        1  \n",
              "1                       0.351   31        0  \n",
              "2                       0.672   32        1  \n",
              "3                       0.167   21        0  \n",
              "4                       2.288   33        1  \n",
              "..                        ...  ...      ...  \n",
              "763                     0.171   63        0  \n",
              "764                     0.340   27        0  \n",
              "765                     0.245   30        0  \n",
              "766                     0.349   47        1  \n",
              "767                     0.315   23        0  \n",
              "\n",
              "[768 rows x 9 columns]"
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        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 768 entries, 0 to 767\n",
            "Data columns (total 9 columns):\n",
            " #   Column                    Non-Null Count  Dtype  \n",
            "---  ------                    --------------  -----  \n",
            " 0   Pregnancies               768 non-null    int64  \n",
            " 1   Glucose                   768 non-null    int64  \n",
            " 2   BloodPressure             768 non-null    int64  \n",
            " 3   SkinThickness             768 non-null    int64  \n",
            " 4   Insulin                   768 non-null    int64  \n",
            " 5   BMI                       768 non-null    float64\n",
            " 6   DiabetesPedigreeFunction  768 non-null    float64\n",
            " 7   Age                       768 non-null    int64  \n",
            " 8   Outcome                   768 non-null    int64  \n",
            "dtypes: float64(2), int64(7)\n",
            "memory usage: 54.1 KB\n"
          ]
        }
      ],
      "source": [
        "df.info()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
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          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Pregnancies                 0\n",
              "Glucose                     0\n",
              "BloodPressure               0\n",
              "SkinThickness               0\n",
              "Insulin                     0\n",
              "BMI                         0\n",
              "DiabetesPedigreeFunction    0\n",
              "Age                         0\n",
              "Outcome                     0\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 5
        }
      ],
      "source": [
        "df.isnull().sum()"
      ]
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      "id": "ae494736",
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          "data": {
            "text/plain": [
              "0    500\n",
              "1    268\n",
              "Name: Outcome, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ],
      "source": [
        "df[\"Outcome\"].value_counts()"
      ]
    },
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              "                          Pregnancies   Glucose  BloodPressure  SkinThickness  \\\n",
              "Pregnancies                  1.000000  0.129459       0.141282      -0.081672   \n",
              "Glucose                      0.129459  1.000000       0.152590       0.057328   \n",
              "BloodPressure                0.141282  0.152590       1.000000       0.207371   \n",
              "SkinThickness               -0.081672  0.057328       0.207371       1.000000   \n",
              "Insulin                     -0.073535  0.331357       0.088933       0.436783   \n",
              "BMI                          0.017683  0.221071       0.281805       0.392573   \n",
              "DiabetesPedigreeFunction    -0.033523  0.137337       0.041265       0.183928   \n",
              "Age                          0.544341  0.263514       0.239528      -0.113970   \n",
              "Outcome                      0.221898  0.466581       0.065068       0.074752   \n",
              "\n",
              "                           Insulin       BMI  DiabetesPedigreeFunction  \\\n",
              "Pregnancies              -0.073535  0.017683                 -0.033523   \n",
              "Glucose                   0.331357  0.221071                  0.137337   \n",
              "BloodPressure             0.088933  0.281805                  0.041265   \n",
              "SkinThickness             0.436783  0.392573                  0.183928   \n",
              "Insulin                   1.000000  0.197859                  0.185071   \n",
              "BMI                       0.197859  1.000000                  0.140647   \n",
              "DiabetesPedigreeFunction  0.185071  0.140647                  1.000000   \n",
              "Age                      -0.042163  0.036242                  0.033561   \n",
              "Outcome                   0.130548  0.292695                  0.173844   \n",
              "\n",
              "                               Age   Outcome  \n",
              "Pregnancies               0.544341  0.221898  \n",
              "Glucose                   0.263514  0.466581  \n",
              "BloodPressure             0.239528  0.065068  \n",
              "SkinThickness            -0.113970  0.074752  \n",
              "Insulin                  -0.042163  0.130548  \n",
              "BMI                       0.036242  0.292695  \n",
              "DiabetesPedigreeFunction  0.033561  0.173844  \n",
              "Age                       1.000000  0.238356  \n",
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              "      <td>0.207371</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.436783</td>\n",
              "      <td>0.392573</td>\n",
              "      <td>0.183928</td>\n",
              "      <td>-0.113970</td>\n",
              "      <td>0.074752</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Insulin</th>\n",
              "      <td>-0.073535</td>\n",
              "      <td>0.331357</td>\n",
              "      <td>0.088933</td>\n",
              "      <td>0.436783</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.197859</td>\n",
              "      <td>0.185071</td>\n",
              "      <td>-0.042163</td>\n",
              "      <td>0.130548</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>BMI</th>\n",
              "      <td>0.017683</td>\n",
              "      <td>0.221071</td>\n",
              "      <td>0.281805</td>\n",
              "      <td>0.392573</td>\n",
              "      <td>0.197859</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.140647</td>\n",
              "      <td>0.036242</td>\n",
              "      <td>0.292695</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>DiabetesPedigreeFunction</th>\n",
              "      <td>-0.033523</td>\n",
              "      <td>0.137337</td>\n",
              "      <td>0.041265</td>\n",
              "      <td>0.183928</td>\n",
              "      <td>0.185071</td>\n",
              "      <td>0.140647</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.033561</td>\n",
              "      <td>0.173844</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Age</th>\n",
              "      <td>0.544341</td>\n",
              "      <td>0.263514</td>\n",
              "      <td>0.239528</td>\n",
              "      <td>-0.113970</td>\n",
              "      <td>-0.042163</td>\n",
              "      <td>0.036242</td>\n",
              "      <td>0.033561</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.238356</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Outcome</th>\n",
              "      <td>0.221898</td>\n",
              "      <td>0.466581</td>\n",
              "      <td>0.065068</td>\n",
              "      <td>0.074752</td>\n",
              "      <td>0.130548</td>\n",
              "      <td>0.292695</td>\n",
              "      <td>0.173844</td>\n",
              "      <td>0.238356</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-2d31602c-7ad9-4b26-a07a-62735ff681d8')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
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              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-2d31602c-7ad9-4b26-a07a-62735ff681d8 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-2d31602c-7ad9-4b26-a07a-62735ff681d8');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ],
      "source": [
        "df.corr()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "id": "4c0c7779",
      "metadata": {
        "id": "4c0c7779",
        "outputId": "0d97e26b-5720-43af-a212-e9bbaa3c2baa",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 364
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       Pregnancies     Glucose  BloodPressure  SkinThickness     Insulin  \\\n",
              "count   768.000000  768.000000     768.000000     768.000000  768.000000   \n",
              "mean      3.845052  120.894531      69.105469      20.536458   79.799479   \n",
              "std       3.369578   31.972618      19.355807      15.952218  115.244002   \n",
              "min       0.000000    0.000000       0.000000       0.000000    0.000000   \n",
              "25%       1.000000   99.000000      62.000000       0.000000    0.000000   \n",
              "50%       3.000000  117.000000      72.000000      23.000000   30.500000   \n",
              "75%       6.000000  140.250000      80.000000      32.000000  127.250000   \n",
              "max      17.000000  199.000000     122.000000      99.000000  846.000000   \n",
              "\n",
              "              BMI  DiabetesPedigreeFunction         Age     Outcome  \n",
              "count  768.000000                768.000000  768.000000  768.000000  \n",
              "mean    31.992578                  0.471876   33.240885    0.348958  \n",
              "std      7.884160                  0.331329   11.760232    0.476951  \n",
              "min      0.000000                  0.078000   21.000000    0.000000  \n",
              "25%     27.300000                  0.243750   24.000000    0.000000  \n",
              "50%     32.000000                  0.372500   29.000000    0.000000  \n",
              "75%     36.600000                  0.626250   41.000000    1.000000  \n",
              "max     67.100000                  2.420000   81.000000    1.000000  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-0ab07961-436f-4e6c-a3fd-1a5d4286d937\">\n",
              "    <div class=\"colab-df-container\">\n",
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              "<style scoped>\n",
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              "\n",
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              "        text-align: right;\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Pregnancies</th>\n",
              "      <th>Glucose</th>\n",
              "      <th>BloodPressure</th>\n",
              "      <th>SkinThickness</th>\n",
              "      <th>Insulin</th>\n",
              "      <th>BMI</th>\n",
              "      <th>DiabetesPedigreeFunction</th>\n",
              "      <th>Age</th>\n",
              "      <th>Outcome</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>768.000000</td>\n",
              "      <td>768.000000</td>\n",
              "      <td>768.000000</td>\n",
              "      <td>768.000000</td>\n",
              "      <td>768.000000</td>\n",
              "      <td>768.000000</td>\n",
              "      <td>768.000000</td>\n",
              "      <td>768.000000</td>\n",
              "      <td>768.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>3.845052</td>\n",
              "      <td>120.894531</td>\n",
              "      <td>69.105469</td>\n",
              "      <td>20.536458</td>\n",
              "      <td>79.799479</td>\n",
              "      <td>31.992578</td>\n",
              "      <td>0.471876</td>\n",
              "      <td>33.240885</td>\n",
              "      <td>0.348958</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>3.369578</td>\n",
              "      <td>31.972618</td>\n",
              "      <td>19.355807</td>\n",
              "      <td>15.952218</td>\n",
              "      <td>115.244002</td>\n",
              "      <td>7.884160</td>\n",
              "      <td>0.331329</td>\n",
              "      <td>11.760232</td>\n",
              "      <td>0.476951</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.078000</td>\n",
              "      <td>21.000000</td>\n",
              "      <td>0.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>1.000000</td>\n",
              "      <td>99.000000</td>\n",
              "      <td>62.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>27.300000</td>\n",
              "      <td>0.243750</td>\n",
              "      <td>24.000000</td>\n",
              "      <td>0.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>3.000000</td>\n",
              "      <td>117.000000</td>\n",
              "      <td>72.000000</td>\n",
              "      <td>23.000000</td>\n",
              "      <td>30.500000</td>\n",
              "      <td>32.000000</td>\n",
              "      <td>0.372500</td>\n",
              "      <td>29.000000</td>\n",
              "      <td>0.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>6.000000</td>\n",
              "      <td>140.250000</td>\n",
              "      <td>80.000000</td>\n",
              "      <td>32.000000</td>\n",
              "      <td>127.250000</td>\n",
              "      <td>36.600000</td>\n",
              "      <td>0.626250</td>\n",
              "      <td>41.000000</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>17.000000</td>\n",
              "      <td>199.000000</td>\n",
              "      <td>122.000000</td>\n",
              "      <td>99.000000</td>\n",
              "      <td>846.000000</td>\n",
              "      <td>67.100000</td>\n",
              "      <td>2.420000</td>\n",
              "      <td>81.000000</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0ab07961-436f-4e6c-a3fd-1a5d4286d937')\"\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-0ab07961-436f-4e6c-a3fd-1a5d4286d937 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-0ab07961-436f-4e6c-a3fd-1a5d4286d937');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "          element.appendChild(docLink);\n",
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              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ],
      "source": [
        "df.describe()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "id": "1f5d01ce",
      "metadata": {
        "id": "1f5d01ce",
        "outputId": "2b0f1355-284a-46e1-dcd3-5bda975a6a4e",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 422
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: >"
            ]
          },
          "metadata": {},
          "execution_count": 9
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x600 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.style.use(\"fivethirtyeight\")\n",
        "plt.rcParams[\"figure.figsize\"]=(15,6)\n",
        "\n",
        "plt.subplot(1,2,1)\n",
        "sns.boxplot(df[\"BloodPressure\"])\n",
        "\n",
        "plt.subplot(1,2,2)\n",
        "sns.boxplot(df[\"Insulin\"])\n",
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 31,
      "id": "ba26f3b5",
      "metadata": {
        "id": "ba26f3b5"
      },
      "outputs": [],
      "source": [
        "df=df[df[\"BloodPressure\"]>40]\n",
        "df=df[df[\"BloodPressure\"]<100]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 32,
      "id": "ae1d9a99",
      "metadata": {
        "id": "ae1d9a99"
      },
      "outputs": [],
      "source": [
        "df=df[df[\"Insulin\"]<250]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "71efd86c",
      "metadata": {
        "id": "71efd86c",
        "outputId": "cb6428c6-b890-4a9f-9759-745fbdded1ef"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "Index(['Pregnancies', 'Glucose', 'BloodPressure', 'SkinThickness', 'Insulin',\n",
              "       'BMI', 'DiabetesPedigreeFunction', 'Age', 'Outcome'],\n",
              "      dtype='object')"
            ]
          },
          "execution_count": 12,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "df.columns"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 33,
      "id": "0ca8f30e",
      "metadata": {
        "id": "0ca8f30e",
        "outputId": "6a886dbd-08f4-4b09-d47c-d0b75e393ab2",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-33-fe5ec23cb236>:4: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"Pregnancies\"])\n",
            "<ipython-input-33-fe5ec23cb236>:7: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"Glucose\"])\n",
            "<ipython-input-33-fe5ec23cb236>:10: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"BloodPressure\"])\n",
            "<ipython-input-33-fe5ec23cb236>:13: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"SkinThickness\"])\n",
            "<ipython-input-33-fe5ec23cb236>:16: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"Insulin\"])\n",
            "<ipython-input-33-fe5ec23cb236>:19: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"BMI\"])\n",
            "<ipython-input-33-fe5ec23cb236>:22: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"DiabetesPedigreeFunction\"])\n",
            "<ipython-input-33-fe5ec23cb236>:25: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"Age\"])\n",
            "<ipython-input-33-fe5ec23cb236>:28: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"Outcome\"])\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: xlabel='Outcome', ylabel='Density'>"
            ]
          },
          "metadata": {},
          "execution_count": 33
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1800x1200 with 9 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.rcParams[\"figure.figsize\"]=(18,12)\n",
        "\n",
        "plt.subplot(3,3,1)\n",
        "sns.distplot(df[\"Pregnancies\"])\n",
        "\n",
        "plt.subplot(3,3,2)\n",
        "sns.distplot(df[\"Glucose\"])\n",
        "\n",
        "plt.subplot(3,3,3)\n",
        "sns.distplot(df[\"BloodPressure\"])\n",
        "\n",
        "plt.subplot(3,3,4)\n",
        "sns.distplot(df[\"SkinThickness\"])\n",
        "\n",
        "plt.subplot(3,3,5)\n",
        "sns.distplot(df[\"Insulin\"])\n",
        "\n",
        "plt.subplot(3,3,6)\n",
        "sns.distplot(df[\"BMI\"])\n",
        "\n",
        "plt.subplot(3,3,7)\n",
        "sns.distplot(df[\"DiabetesPedigreeFunction\"])\n",
        "\n",
        "plt.subplot(3,3,8)\n",
        "sns.distplot(df[\"Age\"])\n",
        "\n",
        "plt.subplot(3,3,9)\n",
        "sns.distplot(df[\"Outcome\"])"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from scipy import stats\n",
        "df[\"Pregnancies\"]=np.sqrt(df[\"Pregnancies\"])"
      ],
      "metadata": {
        "id": "G6ELK6-LfIJw"
      },
      "id": "G6ELK6-LfIJw",
      "execution_count": 35,
      "outputs": []
    },
    {
      "cell_type": "code",
      "execution_count": 36,
      "id": "b141326f",
      "metadata": {
        "id": "b141326f"
      },
      "outputs": [],
      "source": [
        "\n",
        "df[\"SkinThickness\"]=np.sqrt(df[\"SkinThickness\"])\n",
        "df[\"Insulin\"]=np.sqrt(df[\"Insulin\"])\n",
        "df[\"DiabetesPedigreeFunction\"]=np.sqrt(df[\"DiabetesPedigreeFunction\"])\n",
        "df[\"Age\"]=np.sqrt(df[\"Age\"])\n"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.rcParams[\"figure.figsize\"]=(18,12)\n",
        "\n",
        "plt.subplot(3,3,1)\n",
        "sns.distplot(df[\"Pregnancies\"])\n",
        "\n",
        "plt.subplot(3,3,2)\n",
        "sns.distplot(df[\"Glucose\"])\n",
        "\n",
        "plt.subplot(3,3,3)\n",
        "sns.distplot(df[\"BloodPressure\"])\n",
        "\n",
        "plt.subplot(3,3,4)\n",
        "sns.distplot(df[\"SkinThickness\"])\n",
        "\n",
        "plt.subplot(3,3,5)\n",
        "sns.distplot(df[\"Insulin\"])\n",
        "\n",
        "plt.subplot(3,3,6)\n",
        "sns.distplot(df[\"BMI\"])\n",
        "\n",
        "plt.subplot(3,3,7)\n",
        "sns.distplot(df[\"DiabetesPedigreeFunction\"])\n",
        "\n",
        "plt.subplot(3,3,8)\n",
        "sns.distplot(df[\"Age\"])\n",
        "\n",
        "plt.subplot(3,3,9)\n",
        "sns.distplot(df[\"Outcome\"])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "1eLNp6wAoJgX",
        "outputId": "e3835211-d040-46b0-d131-a15eaceacd14"
      },
      "id": "1eLNp6wAoJgX",
      "execution_count": 37,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-37-fe5ec23cb236>:4: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"Pregnancies\"])\n",
            "<ipython-input-37-fe5ec23cb236>:7: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"Glucose\"])\n",
            "<ipython-input-37-fe5ec23cb236>:10: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"BloodPressure\"])\n",
            "<ipython-input-37-fe5ec23cb236>:13: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"SkinThickness\"])\n",
            "<ipython-input-37-fe5ec23cb236>:16: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"Insulin\"])\n",
            "<ipython-input-37-fe5ec23cb236>:19: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"BMI\"])\n",
            "<ipython-input-37-fe5ec23cb236>:22: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"DiabetesPedigreeFunction\"])\n",
            "<ipython-input-37-fe5ec23cb236>:25: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"Age\"])\n",
            "<ipython-input-37-fe5ec23cb236>:28: UserWarning: \n",
            "\n",
            "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
            "\n",
            "Please adapt your code to use either `displot` (a figure-level function with\n",
            "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "\n",
            "For a guide to updating your code to use the new functions, please see\n",
            "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
            "\n",
            "  sns.distplot(df[\"Outcome\"])\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: xlabel='Outcome', ylabel='Density'>"
            ]
          },
          "metadata": {},
          "execution_count": 37
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1800x1200 with 9 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 38,
      "id": "a4ec464a",
      "metadata": {
        "id": "a4ec464a",
        "outputId": "0373b0f1-ee3a-4179-d66c-a45516229d62",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0    444\n",
              "1    211\n",
              "Name: Outcome, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 38
        }
      ],
      "source": [
        "df[\"Outcome\"].value_counts()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 39,
      "id": "370ce96a",
      "metadata": {
        "id": "370ce96a"
      },
      "outputs": [],
      "source": [
        "X = df.drop(\"Outcome\" , axis = 1)\n",
        "\n",
        "y = df[[\"Outcome\"]]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 40,
      "id": "8e5c147c",
      "metadata": {
        "id": "8e5c147c"
      },
      "outputs": [],
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "\n",
        "X_train , X_test , y_train , y_test = train_test_split(X,y,train_size=0.7 , random_state = 42)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 41,
      "id": "e2bf1858",
      "metadata": {
        "id": "e2bf1858"
      },
      "outputs": [],
      "source": [
        "from sklearn.preprocessing import StandardScaler\n",
        "\n",
        "Scaler = StandardScaler()\n",
        "X_train = Scaler.fit_transform(X_train)\n",
        "X_test = Scaler.transform(X_test)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 42,
      "id": "33d46f00",
      "metadata": {
        "id": "33d46f00",
        "outputId": "03a660be-eca5-4739-cecb-b60c51086d25",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 130
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-42-9fcd8d99e7a9>:3: DataConversionWarning: A column-vector y was passed when a 1d array was expected. Please change the shape of y to (n_samples,), for example using ravel().\n",
            "  classifier_rf.fit(X_train , y_train)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "RandomForestClassifier(max_depth=5, oob_score=True, random_state=42)"
            ],
            "text/html": [
              "<style>#sk-container-id-1 {color: black;background-color: white;}#sk-container-id-1 pre{padding: 0;}#sk-container-id-1 div.sk-toggleable {background-color: white;}#sk-container-id-1 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-1 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-1 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-1 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-1 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-1 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-1 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-1 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-1 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-1 div.sk-item {position: relative;z-index: 1;}#sk-container-id-1 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-1 div.sk-item::before, #sk-container-id-1 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-1 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-1 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-1 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-1 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-1 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-1 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-1 div.sk-label-container {text-align: center;}#sk-container-id-1 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https://github.com/scikit-learn/scikit-learn/issues/21755 */display: inline-block !important;position: relative;}#sk-container-id-1 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>RandomForestClassifier(max_depth=5, oob_score=True, random_state=42)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">RandomForestClassifier</label><div class=\"sk-toggleable__content\"><pre>RandomForestClassifier(max_depth=5, oob_score=True, random_state=42)</pre></div></div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 42
        }
      ],
      "source": [
        "from sklearn.ensemble import RandomForestClassifier\n",
        "classifier_rf = RandomForestClassifier(random_state=42 , max_depth= 5 , n_estimators=100 , oob_score = True)\n",
        "classifier_rf.fit(X_train , y_train)"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"Testing Accuracy : \" , classifier_rf.score(X_test , y_test))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "uqrjtpGjsn1Y",
        "outputId": "c1414f2d-7316-4a60-9004-06e9ff86d841"
      },
      "id": "uqrjtpGjsn1Y",
      "execution_count": 60,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Testing Accuracy :  0.7563451776649747\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.metrics import confusion_matrix \n",
        "predictions=classifier_rf.predict(X_test)\n",
        "matrix = confusion_matrix(y_test , predictions)\n",
        "matrix"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "JCjfG8xZs9-Y",
        "outputId": "969ad796-9fb3-4993-f709-3a892971d78e"
      },
      "id": "JCjfG8xZs9-Y",
      "execution_count": 61,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[120,   9],\n",
              "       [ 39,  29]])"
            ]
          },
          "metadata": {},
          "execution_count": 61
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.metrics import confusion_matrix, classification_report,accuracy_score\n",
        "\n",
        "#Accuracy and Classification report\n",
        "print(accuracy_score(y_test,predictions))\n",
        "print(classification_report(y_test, predictions))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "jZOOvIbhtRoy",
        "outputId": "c41515ec-2e1d-4a6e-bfbb-942cdb21d949"
      },
      "id": "jZOOvIbhtRoy",
      "execution_count": 62,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "0.7563451776649747\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "           0       0.75      0.93      0.83       129\n",
            "           1       0.76      0.43      0.55        68\n",
            "\n",
            "    accuracy                           0.76       197\n",
            "   macro avg       0.76      0.68      0.69       197\n",
            "weighted avg       0.76      0.76      0.73       197\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.neighbors import KNeighborsClassifier\n",
        "knn_model = KNeighborsClassifier().fit(X_train, y_train)\n",
        "\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ryExzI1iteXq",
        "outputId": "e249b22d-933a-405a-d567-5e6f779c1b59"
      },
      "id": "ryExzI1iteXq",
      "execution_count": 64,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/sklearn/neighbors/_classification.py:215: DataConversionWarning: A column-vector y was passed when a 1d array was expected. Please change the shape of y to (n_samples,), for example using ravel().\n",
            "  return self._fit(X, y)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Confusion matrix için y_pred:\n",
        "y_pred = knn_model.predict(X_train)\n",
        "\n",
        "# AUC için y_prob:\n",
        "y_prob = knn_model.predict_proba(X_train)[:, 1]\n",
        "\n",
        "print(classification_report(y_train, y_pred))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "pfMZp9mRz1Z0",
        "outputId": "28433824-8507-46cd-c4c3-7fb9285aed75"
      },
      "id": "pfMZp9mRz1Z0",
      "execution_count": 65,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "              precision    recall  f1-score   support\n",
            "\n",
            "           0       0.84      0.92      0.88       315\n",
            "           1       0.77      0.61      0.68       143\n",
            "\n",
            "    accuracy                           0.82       458\n",
            "   macro avg       0.80      0.76      0.78       458\n",
            "weighted avg       0.82      0.82      0.81       458\n",
            "\n"
          ]
        }
      ]
    }
  ],
  "metadata": {
    "kernelspec": {
      "display_name": "Python 3 (ipykernel)",
      "language": "python",
      "name": "python3"
    },
    "language_info": {
      "codemirror_mode": {
        "name": "ipython",
        "version": 3
      },
      "file_extension": ".py",
      "mimetype": "text/x-python",
      "name": "python",
      "nbconvert_exporter": "python",
      "pygments_lexer": "ipython3",
      "version": "3.9.7"
    },
    "colab": {
      "provenance": []
    }
  },
  "nbformat": 4,
  "nbformat_minor": 5
}