student-performance-multiple-linear-regression.ipynb

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      "/kaggle/input/student-performance-multiple-linear-regression/Student_Performance.csv\n"
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   "source": [
    "# This Python 3 environment comes with many helpful analytics libraries installed\n",
    "# It is defined by the kaggle/python Docker image: https://github.com/kaggle/docker-python\n",
    "# For example, here's several helpful packages to load\n",
    "\n",
    "import numpy as np # linear algebra\n",
    "import pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n",
    "\n",
    "# Input data files are available in the read-only \"../input/\" directory\n",
    "# For example, running this (by clicking run or pressing Shift+Enter) will list all files under the input directory\n",
    "\n",
    "import os\n",
    "for dirname, _, filenames in os.walk('/kaggle/input'):\n",
    "    for filename in filenames:\n",
    "        print(os.path.join(dirname, filename))\n",
    "\n",
    "# You can write up to 20GB to the current directory (/kaggle/working/) that gets preserved as output when you create a version using \"Save & Run All\" \n",
    "# You can also write temporary files to /kaggle/temp/, but they won't be saved outside of the current session"
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   "source": [
    "# Student Performance (Multiple Linear Regression)\n",
    "- In our notebook we will useing the 'Multiple Linear Reagression' to haveing more knowledge about it"
   ]
  },
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   "source": [
    "![](https://miro.medium.com/v2/resize:fit:1200/1*a3HFulvxQQM32dHOY_Dtqw.jpeg)"
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   "source": [
    "- Like a first step we must import our librarys "
   ]
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   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import plotly.express as px\n",
    "import matplotlib.pyplot as plt\n",
    "from sklearn.linear_model import LinearRegression"
   ]
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   "source": [
    "## 1.Export Data\n",
    "- Here we need to export the data from CSV and checked it "
   ]
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       "<p>10000 rows × 6 columns</p>\n",
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       "      Hours Studied  Previous Scores Extracurricular Activities  Sleep Hours  \\\n",
       "0                 7               99                        Yes            9   \n",
       "1                 4               82                         No            4   \n",
       "2                 8               51                        Yes            7   \n",
       "3                 5               52                        Yes            5   \n",
       "4                 7               75                         No            8   \n",
       "...             ...              ...                        ...          ...   \n",
       "9995              1               49                        Yes            4   \n",
       "9996              7               64                        Yes            8   \n",
       "9997              6               83                        Yes            8   \n",
       "9998              9               97                        Yes            7   \n",
       "9999              7               74                         No            8   \n",
       "\n",
       "      Sample Question Papers Practiced  Performance Index  \n",
       "0                                    1               91.0  \n",
       "1                                    2               65.0  \n",
       "2                                    2               45.0  \n",
       "3                                    2               36.0  \n",
       "4                                    5               66.0  \n",
       "...                                ...                ...  \n",
       "9995                                 2               23.0  \n",
       "9996                                 5               58.0  \n",
       "9997                                 5               74.0  \n",
       "9998                                 0               95.0  \n",
       "9999                                 1               64.0  \n",
       "\n",
       "[10000 rows x 6 columns]"
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    "df = pd.read_csv('/kaggle/input/student-performance-multiple-linear-regression/Student_Performance.csv')\n",
    "df"
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    "- After we are export the data we haveing 10000 rows and 6 columns\n",
    "- To haveing a knowleged about data we must have information"
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      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 10000 entries, 0 to 9999\n",
      "Data columns (total 6 columns):\n",
      " #   Column                            Non-Null Count  Dtype  \n",
      "---  ------                            --------------  -----  \n",
      " 0   Hours Studied                     10000 non-null  int64  \n",
      " 1   Previous Scores                   10000 non-null  int64  \n",
      " 2   Extracurricular Activities        10000 non-null  object \n",
      " 3   Sleep Hours                       10000 non-null  int64  \n",
      " 4   Sample Question Papers Practiced  10000 non-null  int64  \n",
      " 5   Performance Index                 10000 non-null  float64\n",
      "dtypes: float64(1), int64(4), object(1)\n",
      "memory usage: 468.9+ KB\n"
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    "df.info()"
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   "source": [
    "- So here we see there is one column is object and we will not useing it now \n",
    "- We will useing the outher columns to makeing our 'Multiple Linear Regression'\n",
    "- Any way we will makeing Data Cleaning"
   ]
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   "source": [
    "## 2.Data Cleaning"
   ]
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       "Hours Studied                       0\n",
       "Previous Scores                     0\n",
       "Extracurricular Activities          0\n",
       "Sleep Hours                         0\n",
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       "Performance Index                   0\n",
       "dtype: int64"
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       "127"
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9995</th>\n",
       "      <td>1</td>\n",
       "      <td>49</td>\n",
       "      <td>Yes</td>\n",
       "      <td>4</td>\n",
       "      <td>2</td>\n",
       "      <td>23.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9996</th>\n",
       "      <td>7</td>\n",
       "      <td>64</td>\n",
       "      <td>Yes</td>\n",
       "      <td>8</td>\n",
       "      <td>5</td>\n",
       "      <td>58.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9997</th>\n",
       "      <td>6</td>\n",
       "      <td>83</td>\n",
       "      <td>Yes</td>\n",
       "      <td>8</td>\n",
       "      <td>5</td>\n",
       "      <td>74.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9998</th>\n",
       "      <td>9</td>\n",
       "      <td>97</td>\n",
       "      <td>Yes</td>\n",
       "      <td>7</td>\n",
       "      <td>0</td>\n",
       "      <td>95.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9999</th>\n",
       "      <td>7</td>\n",
       "      <td>74</td>\n",
       "      <td>No</td>\n",
       "      <td>8</td>\n",
       "      <td>1</td>\n",
       "      <td>64.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>9873 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Hours Studied  Previous Scores Extracurricular Activities  Sleep Hours  \\\n",
       "0                 7               99                        Yes            9   \n",
       "1                 4               82                         No            4   \n",
       "2                 8               51                        Yes            7   \n",
       "3                 5               52                        Yes            5   \n",
       "4                 7               75                         No            8   \n",
       "...             ...              ...                        ...          ...   \n",
       "9995              1               49                        Yes            4   \n",
       "9996              7               64                        Yes            8   \n",
       "9997              6               83                        Yes            8   \n",
       "9998              9               97                        Yes            7   \n",
       "9999              7               74                         No            8   \n",
       "\n",
       "      Sample Question Papers Practiced  Performance Index  \n",
       "0                                    1               91.0  \n",
       "1                                    2               65.0  \n",
       "2                                    2               45.0  \n",
       "3                                    2               36.0  \n",
       "4                                    5               66.0  \n",
       "...                                ...                ...  \n",
       "9995                                 2               23.0  \n",
       "9996                                 5               58.0  \n",
       "9997                                 5               74.0  \n",
       "9998                                 0               95.0  \n",
       "9999                                 1               64.0  \n",
       "\n",
       "[9873 rows x 6 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.drop_duplicates(inplace=True)\n",
    "df"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "54efc804",
   "metadata": {
    "papermill": {
     "duration": 0.01055,
     "end_time": "2024-09-04T14:15:11.084542",
     "exception": false,
     "start_time": "2024-09-04T14:15:11.073992",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## 3.Outliers\n",
    "- If we have a data is outliers or no"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "7348b659",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:11.107678Z",
     "iopub.status.busy": "2024-09-04T14:15:11.107224Z",
     "iopub.status.idle": "2024-09-04T14:15:11.343517Z",
     "shell.execute_reply": "2024-09-04T14:15:11.342443Z"
    },
    "papermill": {
     "duration": 0.250709,
     "end_time": "2024-09-04T14:15:11.345953",
     "exception": false,
     "start_time": "2024-09-04T14:15:11.095244",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.boxplot(df['Performance Index'])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "105a3ea9",
   "metadata": {
    "papermill": {
     "duration": 0.010859,
     "end_time": "2024-09-04T14:15:11.368190",
     "exception": false,
     "start_time": "2024-09-04T14:15:11.357331",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "- To check anouther column if there are outlires or no"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "27f61d40",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:11.392142Z",
     "iopub.status.busy": "2024-09-04T14:15:11.391748Z",
     "iopub.status.idle": "2024-09-04T14:15:11.612522Z",
     "shell.execute_reply": "2024-09-04T14:15:11.611149Z"
    },
    "papermill": {
     "duration": 0.235892,
     "end_time": "2024-09-04T14:15:11.615132",
     "exception": false,
     "start_time": "2024-09-04T14:15:11.379240",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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Zueyyy+rrLrzwwkyYMCHbt2+vr3vuueeyb9++9Pb2/tRjtba2pqOjY8QCAJy+RuUalJMnT2bz5s1ZsmRJxo//32/R2dmZ66+/PitWrMiUKVPS0dGRG264Ib29vW+5V/DUarX/vXHiePMGAaBsP/YYMeKx4zQ3KoHyta99Lfv27ct11133E9vuuOOOtLS0ZNGiRRkeHs78+fNz9913j8YYRfvxi34nffMrTZwEgLFieHg4b3vb25o9xptiVALlwx/+8E+tvLa2ttx111256667RuNbAwCngVF9mTE/XWtra/3rQ++9Ohk3oYnTAFCsE8frZ9p//LHjdCdQmqRSqfzvjXETBAoA/6cRjx2nOZ9mDAAUR6AAAMURKABAcQQKAFAcgQIAFEegAADFESgAQHEECgBQHIECABRHoAAAxREoAEBxBAoAUByBAgAUR6AAAMURKABAcQQKAFAcgQIAFEegAADFESgAQHEECgBQHIECABRHoAAAxREoAEBxBAoAUByBAgAUR6AAAMURKABAcQQKAFAcgQIAFEegAADFESgAQHEECgBQHIECABRHoAAAxREoAEBxBAoAUByBAgAUR6AAAMURKABAcQQKAFAcgQIAFEegAADFESgAQHEECgBQnFEJlO9///v5/d///UydOjXt7e15z3vek69//ev17bVaLatXr860adPS3t6evr6+7NmzZzRGAQDGoIYHyg9/+MN88IMfzIQJE7J169b827/9W/76r/86v/ALv1DfZ/369dm4cWM2bdqUnTt3ZuLEiZk/f36GhoYaPQ4AMAaNb/QBb7/99kyfPj2bN2+ur5s5c2b961qtlg0bNuSWW27JwoULkyQPPPBAurq6smXLllx99dWNHgkAGGMafgblH/7hH3LRRRflIx/5SM4+++y8733vyxe+8IX69r1796a/vz99fX31dZ2dnZk7d2527NjR6HEAgDGo4YHyH//xH7nnnnsya9asPPbYY/nYxz6WP/3TP83999+fJOnv70+SdHV1jbhfV1dXfdurDQ8Pp1qtjlgAgNNXw5/iOXnyZC666KJ85jOfSZK8733vy7e//e1s2rQpS5YseUPHXLduXdasWdPIMQGAgjX8DMq0adPyrne9a8S6OXPmZN++fUmS7u7uJMnAwMCIfQYGBurbXm3lypUZHBysL/v372/02ABAQRoeKB/84Afz3HPPjVj33e9+N+ecc06SVy6Y7e7uzvbt2+vbq9Vqdu7cmd7e3tc8Zmtrazo6OkYsAMDpq+FP8dx444255JJL8pnPfCa/+7u/m2eeeSaf//zn8/nPfz5JUqlUsnz58qxduzazZs3KzJkzs2rVqvT09OSKK65o9DgAwBjU8ED5wAc+kEceeSQrV67MX/7lX2bmzJnZsGFDFi9eXN/npptuypEjR7J06dIcPHgw8+bNy7Zt29LW1tbocQCAMahSq9VqzR7iVFWr1XR2dmZwcHDMPt1z9OjRLFiwIEly6P1/kIyb0OSJACjSieOZ9OyDSZKtW7emvb29yQO9cafy+O2zeACA4ggUAKA4AgUAKI5AAQCKI1AAgOIIFACgOAIFACiOQAEAiiNQAIDiCBQAoDgCBQAojkABAIojUACA4ggUAKA4AgUAKI5AAQCKI1AAgOIIFACgOAIFACiOQAEAiiNQAIDiCBQAoDgCBQAojkABAIojUACA4ggUAKA445s9AEnl5MupNXsIKEGtlpx8+ZWvW8YnlUpz54ECVH70N/EWI1AKcOY3vtzsEQCgKJ7iAQCK4wxKk7S1tWXr1q3NHgOKMjQ0lCuvvDJJ8sgjj6Stra3JE0FZ3kp/EwKlSSqVStrb25s9BhSrra3N3wi8hXmKBwAojkABAIojUACA4ggUAKA4AgUAKI5AAQCKI1AAgOIIFACgOAIFACiOQAEAiiNQAIDiCBQAoDgCBQAojkABAIojUACA4jQ8UD71qU+lUqmMWGbPnl3fPjQ0lGXLlmXq1Kk588wzs2jRogwMDDR6DABgDBuVMyjvfve78+KLL9aXp556qr7txhtvzKOPPpqHH344TzzxRA4cOJCrrrpqNMYAAMao8aNy0PHj093d/RPrBwcHc++99+ahhx7KpZdemiTZvHlz5syZk6effjoXX3zxaIwDAIwxo3IGZc+ePenp6cnb3/72LF68OPv27UuS7N69O8ePH09fX19939mzZ2fGjBnZsWPHaIwCAIxBDT+DMnfu3Nx333155zvfmRdffDFr1qzJr//6r+fb3/52+vv7c8YZZ2Ty5Mkj7tPV1ZX+/v6feszh4eEMDw/Xb1er1UaPDQAUpOGBsmDBgvrX559/fubOnZtzzjknX/3qV9Pe3v6Gjrlu3bqsWbOmUSMCAIUb9ZcZT548Ob/yK7+S559/Pt3d3Tl27FgOHjw4Yp+BgYHXvGblR1auXJnBwcH6sn///lGeGgBoplEPlMOHD+ff//3fM23atFx44YWZMGFCtm/fXt/+3HPPZd++fent7f2px2htbU1HR8eIBQA4fTX8KZ5PfOITufzyy3POOefkwIEDufXWWzNu3Lhcc8016ezszPXXX58VK1ZkypQp6ejoyA033JDe3l6v4AEA6hoeKC+88EKuueaa/Pd//3fOOuuszJs3L08//XTOOuusJMkdd9yRlpaWLFq0KMPDw5k/f37uvvvuRo8BAIxhlVqtVmv2EKeqWq2ms7Mzg4ODnu6B08jRo0frF9pv3br1DV9YD5TpVB6/fRYPAFAcgQIAFEegAADFESgAQHEECgBQHIECABRHoAAAxREoAEBxBAoAUByBAgAUR6AAAMURKABAcQQKAFAcgQIAFEegAADFESgAQHEECgBQHIECABRHoAAAxREoAEBxBAoAUByBAgAUR6AAAMURKABAcQQKAFAcgQIAFEegAADFESgAQHEECgBQHIECABRHoAAAxREoAEBxBAoAUByBAgAUR6AAAMURKABAcQQKAFAcgQIAFEegAADFESgAQHEECgBQHIECABRHoAAAxREoAEBxBAoAUByBAgAUZ9QD5bOf/WwqlUqWL19eXzc0NJRly5Zl6tSpOfPMM7No0aIMDAyM9igAwBgxqoGya9eu/O3f/m3OP//8EetvvPHGPProo3n44YfzxBNP5MCBA7nqqqtGcxQAYAwZP1oHPnz4cBYvXpwvfOELWbt2bX394OBg7r333jz00EO59NJLkySbN2/OnDlz8vTTT+fiiy8erZHgNdVqtQwNDTV7DJIRvwe/k3K0tbWlUqk0ewzeYkYtUJYtW5bLLrssfX19IwJl9+7dOX78ePr6+urrZs+enRkzZmTHjh2vGSjDw8MZHh6u365Wq6M1Nm9BQ0NDWbBgQbPH4FWuvPLKZo/A/7d169a0t7c3ewzeYkYlUL7yla/k2Wefza5du35iW39/f84444xMnjx5xPqurq709/e/5vHWrVuXNWvWjMaoAECBGh4o+/fvz5/92Z/l8ccfT1tbW0OOuXLlyqxYsaJ+u1qtZvr06Q05NrS1tWXr1q3NHoO88nTbj86Wtra2elqhEI36txxORcMDZffu3XnppZfy/ve/v77uxIkTefLJJ3PnnXfmsccey7Fjx3Lw4MERZ1EGBgbS3d39msdsbW1Na2tro0eFJEmlUnH6uiBve9vbmj0CUICGB8qHPvShfOtb3xqx7tprr83s2bPzF3/xF5k+fXomTJiQ7du3Z9GiRUmS5557Lvv27Utvb2+jxwEAxqCGB8qkSZPyq7/6qyPWTZw4MVOnTq2vv/7667NixYpMmTIlHR0dueGGG9Lb2+sVPABAklF8Fc/Pcscdd6SlpSWLFi3K8PBw5s+fn7vvvrsZowAABarUarVas4c4VdVqNZ2dnRkcHExHR0ezxwEAXodTefz2WTwAQHEECgBQHIECABRHoAAAxREoAEBxBAoAUByBAgAUR6AAAMURKABAcZryVvc/rx+9+W21Wm3yJADA6/Wjx+3X8yb2YzJQDh06lCSZPn16kycBAE7VoUOH0tnZ+TP3GZOfxXPy5MkcOHAgkyZNSqVSafY4QANVq9VMnz49+/fv91lbcJqp1Wo5dOhQenp60tLys68yGZOBApy+fBgokLhIFgAokEABAIojUICitLa25tZbb01ra2uzRwGayDUoAEBxnEEBAIojUACA4ggUAKA4AgUAKI5AAYpy11135dxzz01bW1vmzp2bZ555ptkjAU0gUIBi/N3f/V1WrFiRW2+9Nc8++2ze+973Zv78+XnppZeaPRrwJvMyY6AYc+fOzQc+8IHceeedSV753K3p06fnhhtuyM0339zk6YA3kzMoQBGOHTuW3bt3p6+vr76upaUlfX192bFjRxMnA5pBoABF+K//+q+cOHEiXV1dI9Z3dXWlv7+/SVMBzSJQAIDiCBSgCL/4i7+YcePGZWBgYMT6gYGBdHd3N2kqoFkEClCEM844IxdeeGG2b99eX3fy5Mls3749vb29TZwMaIbxzR4A4EdWrFiRJUuW5KKLLsqv/dqvZcOGDTly5EiuvfbaZo8GvMkEClCM3/u938t//ud/ZvXq1env788FF1yQbdu2/cSFs8Dpz/ugAADFcQ0KAFAcgQIAFEegAADFESgAQHEECgBQHIECABRHoAAAxREoAEBxBAoAUByBAgAUR6AAAMURKABAcf4f2XnvrEmc4hsAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.boxplot(df['Previous Scores'])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6163908",
   "metadata": {
    "papermill": {
     "duration": 0.011776,
     "end_time": "2024-09-04T14:15:11.638979",
     "exception": false,
     "start_time": "2024-09-04T14:15:11.627203",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "- After we are checking if there are a values outliers or no we find there are not any values in outliers, so...\n",
    "- Ok after we makeing cleaning to our data we will makeing an 'EDA' to our data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6ce798d4",
   "metadata": {
    "papermill": {
     "duration": 0.011834,
     "end_time": "2024-09-04T14:15:11.662544",
     "exception": false,
     "start_time": "2024-09-04T14:15:11.650710",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## 4.EDA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "40555020",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:11.688605Z",
     "iopub.status.busy": "2024-09-04T14:15:11.688155Z",
     "iopub.status.idle": "2024-09-04T14:15:13.898141Z",
     "shell.execute_reply": "2024-09-04T14:15:13.896979Z"
    },
    "papermill": {
     "duration": 2.227252,
     "end_time": "2024-09-04T14:15:13.902112",
     "exception": false,
     "start_time": "2024-09-04T14:15:11.674860",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/conda/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/opt/conda/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/opt/conda/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/opt/conda/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/opt/conda/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/opt/conda/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "num_variables = ['Hours Studied','Previous Scores','Extracurricular Activities','Sleep Hours','Sample Question Papers Practiced','Performance Index'] \n",
    "plt.figure(figsize=(15,10))\n",
    "for i,var in enumerate(num_variables):\n",
    "    plt.subplot(2, 3,i + 1)\n",
    "    sns.histplot(df[var],kde=True)\n",
    "    plt.title(f'Histogram of {var}')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "c23275e0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:13.933281Z",
     "iopub.status.busy": "2024-09-04T14:15:13.932305Z",
     "iopub.status.idle": "2024-09-04T14:15:15.962295Z",
     "shell.execute_reply": "2024-09-04T14:15:15.961196Z"
    },
    "papermill": {
     "duration": 2.050944,
     "end_time": "2024-09-04T14:15:15.967730",
     "exception": false,
     "start_time": "2024-09-04T14:15:13.916786",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "        <script type=\"text/javascript\">\n",
       "        window.PlotlyConfig = {MathJaxConfig: 'local'};\n",
       "        if (window.MathJax && window.MathJax.Hub && window.MathJax.Hub.Config) {window.MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n",
       "        if (typeof require !== 'undefined') {\n",
       "        require.undef(\"plotly\");\n",
       "        requirejs.config({\n",
       "            paths: {\n",
       "                'plotly': ['https://cdn.plot.ly/plotly-2.32.0.min']\n",
       "            }\n",
       "        });\n",
       "        require(['plotly'], function(Plotly) {\n",
       "            window._Plotly = Plotly;\n",
       "        });\n",
       "        }\n",
       "        </script>\n",
       "        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "// Listen for the clearing of the current output cell\n",
       "var outputEl = gd.closest('.output');\n",
       "if (outputEl) {{\n",
       "    x.observe(outputEl, {childList: true});\n",
       "}}\n",
       "\n",
       "                        })                };                });            </script>        </div>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = px.scatter(df, x='Hours Studied', y='Sleep Hours', \n",
    "                 title='Scatter Plot of Hours Studied vs Sleep Hours',\n",
    "                 labels={'Hours Studied':'Hours Studied', 'Sleep Hours':'Sleep Hours'},\n",
    "                 size='Previous Scores',\n",
    "                 hover_data=['Performance Index', 'Extracurricular Activities']) \n",
    "\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "208bddf6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:16.005249Z",
     "iopub.status.busy": "2024-09-04T14:15:16.004509Z",
     "iopub.status.idle": "2024-09-04T14:15:16.461624Z",
     "shell.execute_reply": "2024-09-04T14:15:16.460503Z"
    },
    "papermill": {
     "duration": 0.478809,
     "end_time": "2024-09-04T14:15:16.465271",
     "exception": false,
     "start_time": "2024-09-04T14:15:15.986462",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "grouped_df = df.groupby(['Hours Studied', 'Sample Question Papers Practiced'])['Performance Index'].mean().reset_index()\n",
    "\n",
    "plt.figure(figsize=(18, 6))\n",
    "\n",
    "for papers in grouped_df['Sample Question Papers Practiced'].unique():\n",
    "    subset = grouped_df[grouped_df['Sample Question Papers Practiced'] == papers]\n",
    "    plt.plot(subset['Hours Studied'], subset['Performance Index'], marker='o', label=f'{papers} Papers Practiced')\n",
    "\n",
    "plt.title('Performance Index vs Hours Studied by Sample Question Papers Practiced')\n",
    "plt.xlabel('Hours Studied')\n",
    "plt.ylabel('Average Performance Index')\n",
    "plt.xticks(range(df['Hours Studied'].min(), df['Hours Studied'].max() + 1))\n",
    "plt.legend(title='Sample Papers Practiced')\n",
    "plt.grid(True)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "97947245",
   "metadata": {
    "papermill": {
     "duration": 0.019944,
     "end_time": "2024-09-04T14:15:16.505327",
     "exception": false,
     "start_time": "2024-09-04T14:15:16.485383",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## 5.Linear Regression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "c0ee5ca4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:16.547923Z",
     "iopub.status.busy": "2024-09-04T14:15:16.547094Z",
     "iopub.status.idle": "2024-09-04T14:15:16.555523Z",
     "shell.execute_reply": "2024-09-04T14:15:16.554478Z"
    },
    "papermill": {
     "duration": 0.032295,
     "end_time": "2024-09-04T14:15:16.557899",
     "exception": false,
     "start_time": "2024-09-04T14:15:16.525604",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "x = df.iloc[:,:-1].values\n",
    "y = df.iloc[:,-1].values "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "9725285b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:16.600922Z",
     "iopub.status.busy": "2024-09-04T14:15:16.600113Z",
     "iopub.status.idle": "2024-09-04T14:15:16.606746Z",
     "shell.execute_reply": "2024-09-04T14:15:16.605653Z"
    },
    "papermill": {
     "duration": 0.030284,
     "end_time": "2024-09-04T14:15:16.608988",
     "exception": false,
     "start_time": "2024-09-04T14:15:16.578704",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "x = df[['Hours Studied','Previous Scores','Sleep Hours','Sample Question Papers Practiced']]\n",
    "y = df['Performance Index']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "94bb130c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:16.651535Z",
     "iopub.status.busy": "2024-09-04T14:15:16.650818Z",
     "iopub.status.idle": "2024-09-04T14:15:16.663819Z",
     "shell.execute_reply": "2024-09-04T14:15:16.662785Z"
    },
    "papermill": {
     "duration": 0.037027,
     "end_time": "2024-09-04T14:15:16.666124",
     "exception": false,
     "start_time": "2024-09-04T14:15:16.629097",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Hours Studied</th>\n",
       "      <th>Previous Scores</th>\n",
       "      <th>Sleep Hours</th>\n",
       "      <th>Sample Question Papers Practiced</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>7</td>\n",
       "      <td>99</td>\n",
       "      <td>9</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>4</td>\n",
       "      <td>82</td>\n",
       "      <td>4</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>8</td>\n",
       "      <td>51</td>\n",
       "      <td>7</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>5</td>\n",
       "      <td>52</td>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>7</td>\n",
       "      <td>75</td>\n",
       "      <td>8</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9995</th>\n",
       "      <td>1</td>\n",
       "      <td>49</td>\n",
       "      <td>4</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9996</th>\n",
       "      <td>7</td>\n",
       "      <td>64</td>\n",
       "      <td>8</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9997</th>\n",
       "      <td>6</td>\n",
       "      <td>83</td>\n",
       "      <td>8</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9998</th>\n",
       "      <td>9</td>\n",
       "      <td>97</td>\n",
       "      <td>7</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9999</th>\n",
       "      <td>7</td>\n",
       "      <td>74</td>\n",
       "      <td>8</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>9873 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Hours Studied  Previous Scores  Sleep Hours  \\\n",
       "0                 7               99            9   \n",
       "1                 4               82            4   \n",
       "2                 8               51            7   \n",
       "3                 5               52            5   \n",
       "4                 7               75            8   \n",
       "...             ...              ...          ...   \n",
       "9995              1               49            4   \n",
       "9996              7               64            8   \n",
       "9997              6               83            8   \n",
       "9998              9               97            7   \n",
       "9999              7               74            8   \n",
       "\n",
       "      Sample Question Papers Practiced  \n",
       "0                                    1  \n",
       "1                                    2  \n",
       "2                                    2  \n",
       "3                                    2  \n",
       "4                                    5  \n",
       "...                                ...  \n",
       "9995                                 2  \n",
       "9996                                 5  \n",
       "9997                                 5  \n",
       "9998                                 0  \n",
       "9999                                 1  \n",
       "\n",
       "[9873 rows x 4 columns]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "e1acc66f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:16.710535Z",
     "iopub.status.busy": "2024-09-04T14:15:16.709500Z",
     "iopub.status.idle": "2024-09-04T14:15:16.719048Z",
     "shell.execute_reply": "2024-09-04T14:15:16.717952Z"
    },
    "papermill": {
     "duration": 0.034561,
     "end_time": "2024-09-04T14:15:16.721394",
     "exception": false,
     "start_time": "2024-09-04T14:15:16.686833",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0       91.0\n",
       "1       65.0\n",
       "2       45.0\n",
       "3       36.0\n",
       "4       66.0\n",
       "        ... \n",
       "9995    23.0\n",
       "9996    58.0\n",
       "9997    74.0\n",
       "9998    95.0\n",
       "9999    64.0\n",
       "Name: Performance Index, Length: 9873, dtype: float64"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "05bb4e0f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:16.764664Z",
     "iopub.status.busy": "2024-09-04T14:15:16.763947Z",
     "iopub.status.idle": "2024-09-04T14:15:16.772762Z",
     "shell.execute_reply": "2024-09-04T14:15:16.771637Z"
    },
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     "start_time": "2024-09-04T14:15:16.742217",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "X_train , X_test , y_train , y_test = train_test_split(x,y,test_size=.20)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "1f29d13e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:16.818862Z",
     "iopub.status.busy": "2024-09-04T14:15:16.818425Z",
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     "start_time": "2024-09-04T14:15:16.795845",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "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>LinearRegression()</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\">LinearRegression</label><div class=\"sk-toggleable__content\"><pre>LinearRegression()</pre></div></div></div></div></div>"
      ],
      "text/plain": [
       "LinearRegression()"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model = LinearRegression()\n",
    "model.fit(X_train,y_train) # to learning the moudel"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "0284138a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:16.897521Z",
     "iopub.status.busy": "2024-09-04T14:15:16.897082Z",
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     "shell.execute_reply": "2024-09-04T14:15:16.905132Z"
    },
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([70.59250124, 69.44376771, 74.90134186, ..., 70.82271873,\n",
       "       14.56426668, 34.4464728 ])"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y_pred = model.predict(X_test) # to teasting what it is learning \n",
    "y_pred "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "32023656",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-09-04T14:15:16.953009Z",
     "iopub.status.busy": "2024-09-04T14:15:16.952143Z",
     "iopub.status.idle": "2024-09-04T14:15:16.960739Z",
     "shell.execute_reply": "2024-09-04T14:15:16.959691Z"
    },
    "papermill": {
     "duration": 0.03335,
     "end_time": "2024-09-04T14:15:16.963126",
     "exception": false,
     "start_time": "2024-09-04T14:15:16.929776",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.988092867234579"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.metrics import mean_absolute_error , mean_squared_error , r2_score\n",
    "r2 = r2_score(y_test, y_pred)\n",
    "r2"
   ]
  }
 ],
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