linear regression_practice.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "93addb4d",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np   \n",
    "from sklearn.linear_model import LinearRegression\n",
    "import pandas as pd    \n",
    "import matplotlib.pyplot as plt \n",
    "%matplotlib inline \n",
    "import seaborn as sns\n",
    "from sklearn.model_selection import train_test_split # Sklearn package's randomized data splitting function\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "ea707012",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 8 variables: \n",
    "#\n",
    "# MPG (miles per gallon), \n",
    "# cylinders, \n",
    "# engine displacement (cu. inches), \n",
    "# horsepower,\n",
    "# vehicle weight (lbs.), \n",
    "# time to accelerate from O to 60 mph (sec.),\n",
    "# model year (modulo 100), and \n",
    "# origin of car (1. American, 2. European,3. Japanese).\n",
    "#\n",
    "# Also provided are the car labels (types) \n",
    "# Missing data values are marked by series of question marks.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "044e5e84",
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>mpg</th>\n",
       "      <th>cylinders</th>\n",
       "      <th>displacement</th>\n",
       "      <th>horsepower</th>\n",
       "      <th>weight</th>\n",
       "      <th>acceleration</th>\n",
       "      <th>model year</th>\n",
       "      <th>origin</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>18.0</td>\n",
       "      <td>8</td>\n",
       "      <td>307.0</td>\n",
       "      <td>130</td>\n",
       "      <td>3504</td>\n",
       "      <td>12.0</td>\n",
       "      <td>70</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>15.0</td>\n",
       "      <td>8</td>\n",
       "      <td>350.0</td>\n",
       "      <td>165</td>\n",
       "      <td>3693</td>\n",
       "      <td>11.5</td>\n",
       "      <td>70</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>18.0</td>\n",
       "      <td>8</td>\n",
       "      <td>318.0</td>\n",
       "      <td>150</td>\n",
       "      <td>3436</td>\n",
       "      <td>11.0</td>\n",
       "      <td>70</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>16.0</td>\n",
       "      <td>8</td>\n",
       "      <td>304.0</td>\n",
       "      <td>150</td>\n",
       "      <td>3433</td>\n",
       "      <td>12.0</td>\n",
       "      <td>70</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>17.0</td>\n",
       "      <td>8</td>\n",
       "      <td>302.0</td>\n",
       "      <td>140</td>\n",
       "      <td>3449</td>\n",
       "      <td>10.5</td>\n",
       "      <td>70</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
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       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>393</th>\n",
       "      <td>27.0</td>\n",
       "      <td>4</td>\n",
       "      <td>140.0</td>\n",
       "      <td>86</td>\n",
       "      <td>2790</td>\n",
       "      <td>15.6</td>\n",
       "      <td>82</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>394</th>\n",
       "      <td>44.0</td>\n",
       "      <td>4</td>\n",
       "      <td>97.0</td>\n",
       "      <td>52</td>\n",
       "      <td>2130</td>\n",
       "      <td>24.6</td>\n",
       "      <td>82</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>395</th>\n",
       "      <td>32.0</td>\n",
       "      <td>4</td>\n",
       "      <td>135.0</td>\n",
       "      <td>84</td>\n",
       "      <td>2295</td>\n",
       "      <td>11.6</td>\n",
       "      <td>82</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>396</th>\n",
       "      <td>28.0</td>\n",
       "      <td>4</td>\n",
       "      <td>120.0</td>\n",
       "      <td>79</td>\n",
       "      <td>2625</td>\n",
       "      <td>18.6</td>\n",
       "      <td>82</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>397</th>\n",
       "      <td>31.0</td>\n",
       "      <td>4</td>\n",
       "      <td>119.0</td>\n",
       "      <td>82</td>\n",
       "      <td>2720</td>\n",
       "      <td>19.4</td>\n",
       "      <td>82</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>398 rows × 8 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      mpg  cylinders  displacement horsepower  weight  acceleration  \\\n",
       "0    18.0          8         307.0        130    3504          12.0   \n",
       "1    15.0          8         350.0        165    3693          11.5   \n",
       "2    18.0          8         318.0        150    3436          11.0   \n",
       "3    16.0          8         304.0        150    3433          12.0   \n",
       "4    17.0          8         302.0        140    3449          10.5   \n",
       "..    ...        ...           ...        ...     ...           ...   \n",
       "393  27.0          4         140.0         86    2790          15.6   \n",
       "394  44.0          4          97.0         52    2130          24.6   \n",
       "395  32.0          4         135.0         84    2295          11.6   \n",
       "396  28.0          4         120.0         79    2625          18.6   \n",
       "397  31.0          4         119.0         82    2720          19.4   \n",
       "\n",
       "     model year  origin  \n",
       "0            70       1  \n",
       "1            70       1  \n",
       "2            70       1  \n",
       "3            70       1  \n",
       "4            70       1  \n",
       "..          ...     ...  \n",
       "393          82       1  \n",
       "394          82       2  \n",
       "395          82       1  \n",
       "396          82       1  \n",
       "397          82       1  \n",
       "\n",
       "[398 rows x 8 columns]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data=pd.read_csv('auto-mpg.csv')\n",
    "data=data.drop('car name',axis=1)\n",
    "data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "4b387616",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "mpg             float64\n",
       "cylinders         int64\n",
       "displacement    float64\n",
       "horsepower       object\n",
       "weight            int64\n",
       "acceleration    float64\n",
       "model year        int64\n",
       "origin            int64\n",
       "dtype: object"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.dtypes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "4ab95e6a",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>mpg</th>\n",
       "      <th>cylinders</th>\n",
       "      <th>displacement</th>\n",
       "      <th>horsepower</th>\n",
       "      <th>weight</th>\n",
       "      <th>acceleration</th>\n",
       "      <th>model year</th>\n",
       "      <th>origin</th>\n",
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       "  </thead>\n",
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       "      <th>32</th>\n",
       "      <td>25.0</td>\n",
       "      <td>4</td>\n",
       "      <td>98.0</td>\n",
       "      <td>?</td>\n",
       "      <td>2046</td>\n",
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       "    <tr>\n",
       "      <th>126</th>\n",
       "      <td>21.0</td>\n",
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       "      <th>330</th>\n",
       "      <td>40.9</td>\n",
       "      <td>4</td>\n",
       "      <td>85.0</td>\n",
       "      <td>?</td>\n",
       "      <td>1835</td>\n",
       "      <td>17.3</td>\n",
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       "      <td>2</td>\n",
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       "    <tr>\n",
       "      <th>336</th>\n",
       "      <td>23.6</td>\n",
       "      <td>4</td>\n",
       "      <td>140.0</td>\n",
       "      <td>?</td>\n",
       "      <td>2905</td>\n",
       "      <td>14.3</td>\n",
       "      <td>80</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>354</th>\n",
       "      <td>34.5</td>\n",
       "      <td>4</td>\n",
       "      <td>100.0</td>\n",
       "      <td>?</td>\n",
       "      <td>2320</td>\n",
       "      <td>15.8</td>\n",
       "      <td>81</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>374</th>\n",
       "      <td>23.0</td>\n",
       "      <td>4</td>\n",
       "      <td>151.0</td>\n",
       "      <td>?</td>\n",
       "      <td>3035</td>\n",
       "      <td>20.5</td>\n",
       "      <td>82</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      mpg  cylinders  displacement horsepower  weight  acceleration  \\\n",
       "32   25.0          4          98.0          ?    2046          19.0   \n",
       "126  21.0          6         200.0          ?    2875          17.0   \n",
       "330  40.9          4          85.0          ?    1835          17.3   \n",
       "336  23.6          4         140.0          ?    2905          14.3   \n",
       "354  34.5          4         100.0          ?    2320          15.8   \n",
       "374  23.0          4         151.0          ?    3035          20.5   \n",
       "\n",
       "     model year  origin  \n",
       "32           71       1  \n",
       "126          74       1  \n",
       "330          80       2  \n",
       "336          80       1  \n",
       "354          81       2  \n",
       "374          82       1  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Isdigit_horsepower=data[data['horsepower'].str.isdigit()==False]\n",
    "Isdigit_horsepower\n",
    "\n",
    "#Isdigit_horsepower['horsepower']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "7adc31c8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "mpg             0\n",
       "cylinders       0\n",
       "displacement    0\n",
       "horsepower      6\n",
       "weight          0\n",
       "acceleration    0\n",
       "model year      0\n",
       "origin          0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data=data.replace('?',np.nan)\n",
    "data.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "8856f883",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "mpg             float64\n",
       "cylinders         int64\n",
       "displacement    float64\n",
       "horsepower       object\n",
       "weight            int64\n",
       "acceleration    float64\n",
       "model year        int64\n",
       "origin            int64\n",
       "dtype: object"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.dtypes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "155667d3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "mpg               23.0\n",
       "cylinders          4.0\n",
       "displacement     148.5\n",
       "horsepower        93.5\n",
       "weight          2803.5\n",
       "acceleration      15.5\n",
       "model year        76.0\n",
       "origin             1.0\n",
       "dtype: float64"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.median()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "4764c147",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\hho1\\AppData\\Local\\Temp\\ipykernel_26804\\531903386.py:1: FutureWarning: Dropping of nuisance columns in DataFrame reductions (with 'numeric_only=None') is deprecated; in a future version this will raise TypeError.  Select only valid columns before calling the reduction.\n",
      "  data.mean()\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "mpg               23.514573\n",
       "cylinders          5.454774\n",
       "displacement     193.425879\n",
       "weight          2970.424623\n",
       "acceleration      15.568090\n",
       "model year        76.010050\n",
       "origin             1.572864\n",
       "dtype: float64"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "9f3d56fd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "93.5"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.horsepower.median()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "f51dda2d",
   "metadata": {},
   "outputs": [],
   "source": [
    "data['horsepower']=data['horsepower'].fillna(data.horsepower.median())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "c0edbe56",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "mpg             0\n",
       "cylinders       0\n",
       "displacement    0\n",
       "horsepower      0\n",
       "weight          0\n",
       "acceleration    0\n",
       "model year      0\n",
       "origin          0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "ef0a1310",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>mpg</th>\n",
       "      <th>cylinders</th>\n",
       "      <th>displacement</th>\n",
       "      <th>weight</th>\n",
       "      <th>acceleration</th>\n",
       "      <th>model year</th>\n",
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       "  </thead>\n",
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       "      <th>count</th>\n",
       "      <td>398.000000</td>\n",
       "      <td>398.000000</td>\n",
       "      <td>398.000000</td>\n",
       "      <td>398.000000</td>\n",
       "      <td>398.000000</td>\n",
       "      <td>398.000000</td>\n",
       "      <td>398.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>23.514573</td>\n",
       "      <td>5.454774</td>\n",
       "      <td>193.425879</td>\n",
       "      <td>2970.424623</td>\n",
       "      <td>15.568090</td>\n",
       "      <td>76.010050</td>\n",
       "      <td>1.572864</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>7.815984</td>\n",
       "      <td>1.701004</td>\n",
       "      <td>104.269838</td>\n",
       "      <td>846.841774</td>\n",
       "      <td>2.757689</td>\n",
       "      <td>3.697627</td>\n",
       "      <td>0.802055</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>9.000000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>68.000000</td>\n",
       "      <td>1613.000000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>70.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>17.500000</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>104.250000</td>\n",
       "      <td>2223.750000</td>\n",
       "      <td>13.825000</td>\n",
       "      <td>73.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>23.000000</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>148.500000</td>\n",
       "      <td>2803.500000</td>\n",
       "      <td>15.500000</td>\n",
       "      <td>76.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>29.000000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>262.000000</td>\n",
       "      <td>3608.000000</td>\n",
       "      <td>17.175000</td>\n",
       "      <td>79.000000</td>\n",
       "      <td>2.000000</td>\n",
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       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>46.600000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>455.000000</td>\n",
       "      <td>5140.000000</td>\n",
       "      <td>24.800000</td>\n",
       "      <td>82.000000</td>\n",
       "      <td>3.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              mpg   cylinders  displacement       weight  acceleration  \\\n",
       "count  398.000000  398.000000    398.000000   398.000000    398.000000   \n",
       "mean    23.514573    5.454774    193.425879  2970.424623     15.568090   \n",
       "std      7.815984    1.701004    104.269838   846.841774      2.757689   \n",
       "min      9.000000    3.000000     68.000000  1613.000000      8.000000   \n",
       "25%     17.500000    4.000000    104.250000  2223.750000     13.825000   \n",
       "50%     23.000000    4.000000    148.500000  2803.500000     15.500000   \n",
       "75%     29.000000    8.000000    262.000000  3608.000000     17.175000   \n",
       "max     46.600000    8.000000    455.000000  5140.000000     24.800000   \n",
       "\n",
       "       model year      origin  \n",
       "count  398.000000  398.000000  \n",
       "mean    76.010050    1.572864  \n",
       "std      3.697627    0.802055  \n",
       "min     70.000000    1.000000  \n",
       "25%     73.000000    1.000000  \n",
       "50%     76.000000    1.000000  \n",
       "75%     79.000000    2.000000  \n",
       "max     82.000000    3.000000  "
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "7df74987",
   "metadata": {},
   "outputs": [],
   "source": [
    "data['horsepower']=data['horsepower'].astype(int)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "7bdcde60",
   "metadata": {},
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>mpg</th>\n",
       "      <th>cylinders</th>\n",
       "      <th>displacement</th>\n",
       "      <th>horsepower</th>\n",
       "      <th>weight</th>\n",
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       "      <td>398.000000</td>\n",
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       "      <td>398.000000</td>\n",
       "      <td>398.000000</td>\n",
       "      <td>398.000000</td>\n",
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       "      <td>398.000000</td>\n",
       "      <td>398.000000</td>\n",
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       "      <th>mean</th>\n",
       "      <td>23.514573</td>\n",
       "      <td>5.454774</td>\n",
       "      <td>193.425879</td>\n",
       "      <td>104.296482</td>\n",
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       "      <td>76.010050</td>\n",
       "      <td>1.572864</td>\n",
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       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>7.815984</td>\n",
       "      <td>1.701004</td>\n",
       "      <td>104.269838</td>\n",
       "      <td>38.224809</td>\n",
       "      <td>846.841774</td>\n",
       "      <td>2.757689</td>\n",
       "      <td>3.697627</td>\n",
       "      <td>0.802055</td>\n",
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       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>9.000000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>68.000000</td>\n",
       "      <td>46.000000</td>\n",
       "      <td>1613.000000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>70.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>17.500000</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>104.250000</td>\n",
       "      <td>76.000000</td>\n",
       "      <td>2223.750000</td>\n",
       "      <td>13.825000</td>\n",
       "      <td>73.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>23.000000</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>148.500000</td>\n",
       "      <td>93.000000</td>\n",
       "      <td>2803.500000</td>\n",
       "      <td>15.500000</td>\n",
       "      <td>76.000000</td>\n",
       "      <td>1.000000</td>\n",
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       "      <th>75%</th>\n",
       "      <td>29.000000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>262.000000</td>\n",
       "      <td>125.000000</td>\n",
       "      <td>3608.000000</td>\n",
       "      <td>17.175000</td>\n",
       "      <td>79.000000</td>\n",
       "      <td>2.000000</td>\n",
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       "      <th>max</th>\n",
       "      <td>46.600000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>455.000000</td>\n",
       "      <td>230.000000</td>\n",
       "      <td>5140.000000</td>\n",
       "      <td>24.800000</td>\n",
       "      <td>82.000000</td>\n",
       "      <td>3.000000</td>\n",
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      "text/plain": [
       "              mpg   cylinders  displacement  horsepower       weight  \\\n",
       "count  398.000000  398.000000    398.000000  398.000000   398.000000   \n",
       "mean    23.514573    5.454774    193.425879  104.296482  2970.424623   \n",
       "std      7.815984    1.701004    104.269838   38.224809   846.841774   \n",
       "min      9.000000    3.000000     68.000000   46.000000  1613.000000   \n",
       "25%     17.500000    4.000000    104.250000   76.000000  2223.750000   \n",
       "50%     23.000000    4.000000    148.500000   93.000000  2803.500000   \n",
       "75%     29.000000    8.000000    262.000000  125.000000  3608.000000   \n",
       "max     46.600000    8.000000    455.000000  230.000000  5140.000000   \n",
       "\n",
       "       acceleration  model year      origin  \n",
       "count    398.000000  398.000000  398.000000  \n",
       "mean      15.568090   76.010050    1.572864  \n",
       "std        2.757689    3.697627    0.802055  \n",
       "min        8.000000   70.000000    1.000000  \n",
       "25%       13.825000   73.000000    1.000000  \n",
       "50%       15.500000   76.000000    1.000000  \n",
       "75%       17.175000   79.000000    2.000000  \n",
       "max       24.800000   82.000000    3.000000  "
      ]
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     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
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    "data.describe()"
   ]
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  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "ff8ac013",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "mpg             float64\n",
       "cylinders         int64\n",
       "displacement    float64\n",
       "horsepower        int32\n",
       "weight            int64\n",
       "acceleration    float64\n",
       "model year        int64\n",
       "origin            int64\n",
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     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
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    "data.dtypes"
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  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "388294bd",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <td>3436</td>\n",
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       "      <td>27.0</td>\n",
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       "      <td>140.0</td>\n",
       "      <td>86</td>\n",
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       "      <td>44.0</td>\n",
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       "      <td>97.0</td>\n",
       "      <td>52</td>\n",
       "      <td>2130</td>\n",
       "      <td>24.6</td>\n",
       "      <td>82</td>\n",
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       "      <th>395</th>\n",
       "      <td>32.0</td>\n",
       "      <td>4</td>\n",
       "      <td>135.0</td>\n",
       "      <td>84</td>\n",
       "      <td>2295</td>\n",
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       "      <th>396</th>\n",
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       "      <td>79</td>\n",
       "      <td>2625</td>\n",
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      "text/plain": [
       "      mpg  cylinders  displacement  horsepower  weight  acceleration  \\\n",
       "0    18.0          8         307.0         130    3504          12.0   \n",
       "1    15.0          8         350.0         165    3693          11.5   \n",
       "2    18.0          8         318.0         150    3436          11.0   \n",
       "3    16.0          8         304.0         150    3433          12.0   \n",
       "4    17.0          8         302.0         140    3449          10.5   \n",
       "..    ...        ...           ...         ...     ...           ...   \n",
       "393  27.0          4         140.0          86    2790          15.6   \n",
       "394  44.0          4          97.0          52    2130          24.6   \n",
       "395  32.0          4         135.0          84    2295          11.6   \n",
       "396  28.0          4         120.0          79    2625          18.6   \n",
       "397  31.0          4         119.0          82    2720          19.4   \n",
       "\n",
       "     model year  origin  \n",
       "0            70       1  \n",
       "1            70       1  \n",
       "2            70       1  \n",
       "3            70       1  \n",
       "4            70       1  \n",
       "..          ...     ...  \n",
       "393          82       1  \n",
       "394          82       2  \n",
       "395          82       1  \n",
       "396          82       1  \n",
       "397          82       1  \n",
       "\n",
       "[398 rows x 8 columns]"
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     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
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    "data"
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  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "9ee9548b",
   "metadata": {},
   "outputs": [],
   "source": [
    "data['origin']=data['origin'].map({1:'america', 2:'europe', 3:'asia'})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "3cac8a60",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "america    249\n",
       "asia        79\n",
       "europe      70\n",
       "Name: origin, dtype: int64"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data['origin'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "5351143a",
   "metadata": {},
   "outputs": [
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       "      <td>140.0</td>\n",
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       "      <td>0</td>\n",
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       "  </tbody>\n",
       "</table>\n",
       "<p>398 rows × 10 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      mpg  cylinders  displacement  horsepower  weight  acceleration  \\\n",
       "0    18.0          8         307.0         130    3504          12.0   \n",
       "1    15.0          8         350.0         165    3693          11.5   \n",
       "2    18.0          8         318.0         150    3436          11.0   \n",
       "3    16.0          8         304.0         150    3433          12.0   \n",
       "4    17.0          8         302.0         140    3449          10.5   \n",
       "..    ...        ...           ...         ...     ...           ...   \n",
       "393  27.0          4         140.0          86    2790          15.6   \n",
       "394  44.0          4          97.0          52    2130          24.6   \n",
       "395  32.0          4         135.0          84    2295          11.6   \n",
       "396  28.0          4         120.0          79    2625          18.6   \n",
       "397  31.0          4         119.0          82    2720          19.4   \n",
       "\n",
       "     model year  origin_america  origin_asia  origin_europe  \n",
       "0            70               1            0              0  \n",
       "1            70               1            0              0  \n",
       "2            70               1            0              0  \n",
       "3            70               1            0              0  \n",
       "4            70               1            0              0  \n",
       "..          ...             ...          ...            ...  \n",
       "393          82               1            0              0  \n",
       "394          82               0            0              1  \n",
       "395          82               1            0              0  \n",
       "396          82               1            0              0  \n",
       "397          82               1            0              0  \n",
       "\n",
       "[398 rows x 10 columns]"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data=pd.get_dummies(data,columns=['origin'])\n",
    "data\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "76ca170e",
   "metadata": {},
   "outputs": [
    {
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      "text/plain": [
       "      mpg  cylinders  displacement  horsepower  weight  acceleration  \\\n",
       "0    18.0          8         307.0         130    3504          12.0   \n",
       "1    15.0          8         350.0         165    3693          11.5   \n",
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       "397  31.0          4         119.0          82    2720          19.4   \n",
       "\n",
       "     model year  origin_america  origin_asia  origin_europe  \n",
       "0            70               1            0              0  \n",
       "1            70               1            0              0  \n",
       "2            70               1            0              0  \n",
       "3            70               1            0              0  \n",
       "4            70               1            0              0  \n",
       "..          ...             ...          ...            ...  \n",
       "393          82               1            0              0  \n",
       "394          82               0            0              1  \n",
       "395          82               1            0              0  \n",
       "396          82               1            0              0  \n",
       "397          82               1            0              0  \n",
       "\n",
       "[398 rows x 10 columns]"
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  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "3be9d89b",
   "metadata": {},
   "outputs": [],
   "source": [
    "x=data.drop(['mpg'],axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "de1442d7",
   "metadata": {},
   "outputs": [
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      "text/plain": [
       "     cylinders  displacement  horsepower  weight  acceleration  model year  \\\n",
       "0            8         307.0         130    3504          12.0          70   \n",
       "1            8         350.0         165    3693          11.5          70   \n",
       "2            8         318.0         150    3436          11.0          70   \n",
       "3            8         304.0         150    3433          12.0          70   \n",
       "4            8         302.0         140    3449          10.5          70   \n",
       "..         ...           ...         ...     ...           ...         ...   \n",
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       "397          4         119.0          82    2720          19.4          82   \n",
       "\n",
       "     origin_america  origin_asia  origin_europe  \n",
       "0                 1            0              0  \n",
       "1                 1            0              0  \n",
       "2                 1            0              0  \n",
       "3                 1            0              0  \n",
       "4                 1            0              0  \n",
       "..              ...          ...            ...  \n",
       "393               1            0              0  \n",
       "394               0            0              1  \n",
       "395               1            0              0  \n",
       "396               1            0              0  \n",
       "397               1            0              0  \n",
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     "execution_count": 23,
     "metadata": {},
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  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "b9528a6a",
   "metadata": {},
   "outputs": [],
   "source": [
    "y=data['mpg']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "71763141",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "0      18.0\n",
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       "       ... \n",
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     "execution_count": 25,
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  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "33e218c7",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.linear_model import LinearRegression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "64de887b",
   "metadata": {},
   "outputs": [],
   "source": [
    "x_train,x_test,y_train,y_test=train_test_split(x,y,random_state=10,test_size=0.2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "f73d9ee9",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    }\n",
       "\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>cylinders</th>\n",
       "      <th>displacement</th>\n",
       "      <th>horsepower</th>\n",
       "      <th>weight</th>\n",
       "      <th>acceleration</th>\n",
       "      <th>model year</th>\n",
       "      <th>origin_america</th>\n",
       "      <th>origin_asia</th>\n",
       "      <th>origin_europe</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>303</th>\n",
       "      <td>4</td>\n",
       "      <td>85.0</td>\n",
       "      <td>65</td>\n",
       "      <td>2020</td>\n",
       "      <td>19.2</td>\n",
       "      <td>79</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>347</th>\n",
       "      <td>4</td>\n",
       "      <td>85.0</td>\n",
       "      <td>65</td>\n",
       "      <td>1975</td>\n",
       "      <td>19.4</td>\n",
       "      <td>81</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>149</th>\n",
       "      <td>4</td>\n",
       "      <td>120.0</td>\n",
       "      <td>97</td>\n",
       "      <td>2489</td>\n",
       "      <td>15.0</td>\n",
       "      <td>74</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>100</th>\n",
       "      <td>6</td>\n",
       "      <td>250.0</td>\n",
       "      <td>88</td>\n",
       "      <td>3021</td>\n",
       "      <td>16.5</td>\n",
       "      <td>73</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>175</th>\n",
       "      <td>4</td>\n",
       "      <td>90.0</td>\n",
       "      <td>70</td>\n",
       "      <td>1937</td>\n",
       "      <td>14.0</td>\n",
       "      <td>75</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>369</th>\n",
       "      <td>4</td>\n",
       "      <td>112.0</td>\n",
       "      <td>88</td>\n",
       "      <td>2395</td>\n",
       "      <td>18.0</td>\n",
       "      <td>82</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>320</th>\n",
       "      <td>4</td>\n",
       "      <td>119.0</td>\n",
       "      <td>92</td>\n",
       "      <td>2434</td>\n",
       "      <td>15.0</td>\n",
       "      <td>80</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>6</td>\n",
       "      <td>198.0</td>\n",
       "      <td>95</td>\n",
       "      <td>2833</td>\n",
       "      <td>15.5</td>\n",
       "      <td>70</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>125</th>\n",
       "      <td>6</td>\n",
       "      <td>198.0</td>\n",
       "      <td>95</td>\n",
       "      <td>3102</td>\n",
       "      <td>16.5</td>\n",
       "      <td>74</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>265</th>\n",
       "      <td>8</td>\n",
       "      <td>318.0</td>\n",
       "      <td>140</td>\n",
       "      <td>4080</td>\n",
       "      <td>13.7</td>\n",
       "      <td>78</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>318 rows × 9 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     cylinders  displacement  horsepower  weight  acceleration  model year  \\\n",
       "303          4          85.0          65    2020          19.2          79   \n",
       "347          4          85.0          65    1975          19.4          81   \n",
       "149          4         120.0          97    2489          15.0          74   \n",
       "100          6         250.0          88    3021          16.5          73   \n",
       "175          4          90.0          70    1937          14.0          75   \n",
       "..         ...           ...         ...     ...           ...         ...   \n",
       "369          4         112.0          88    2395          18.0          82   \n",
       "320          4         119.0          92    2434          15.0          80   \n",
       "15           6         198.0          95    2833          15.5          70   \n",
       "125          6         198.0          95    3102          16.5          74   \n",
       "265          8         318.0         140    4080          13.7          78   \n",
       "\n",
       "     origin_america  origin_asia  origin_europe  \n",
       "303               0            1              0  \n",
       "347               0            1              0  \n",
       "149               0            1              0  \n",
       "100               1            0              0  \n",
       "175               0            0              1  \n",
       "..              ...          ...            ...  \n",
       "369               1            0              0  \n",
       "320               0            1              0  \n",
       "15                1            0              0  \n",
       "125               1            0              0  \n",
       "265               1            0              0  \n",
       "\n",
       "[318 rows x 9 columns]"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "x_train"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "ed13307b",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
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       "      <th>cylinders</th>\n",
       "      <th>displacement</th>\n",
       "      <th>horsepower</th>\n",
       "      <th>weight</th>\n",
       "      <th>acceleration</th>\n",
       "      <th>model year</th>\n",
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       "      <th>origin_asia</th>\n",
       "      <th>origin_europe</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>331</th>\n",
       "      <td>4</td>\n",
       "      <td>97.0</td>\n",
       "      <td>67</td>\n",
       "      <td>2145</td>\n",
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       "      <th>111</th>\n",
       "      <td>3</td>\n",
       "      <td>70.0</td>\n",
       "      <td>90</td>\n",
       "      <td>2124</td>\n",
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       "      <th>350</th>\n",
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       "      <td>63</td>\n",
       "      <td>2215</td>\n",
       "      <td>14.9</td>\n",
       "      <td>81</td>\n",
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       "      <td>0</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>205</th>\n",
       "      <td>4</td>\n",
       "      <td>97.0</td>\n",
       "      <td>75</td>\n",
       "      <td>2155</td>\n",
       "      <td>16.4</td>\n",
       "      <td>76</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>56</th>\n",
       "      <td>4</td>\n",
       "      <td>91.0</td>\n",
       "      <td>70</td>\n",
       "      <td>1955</td>\n",
       "      <td>20.5</td>\n",
       "      <td>71</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>304</th>\n",
       "      <td>4</td>\n",
       "      <td>91.0</td>\n",
       "      <td>69</td>\n",
       "      <td>2130</td>\n",
       "      <td>14.7</td>\n",
       "      <td>79</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>187</th>\n",
       "      <td>8</td>\n",
       "      <td>305.0</td>\n",
       "      <td>140</td>\n",
       "      <td>4215</td>\n",
       "      <td>13.0</td>\n",
       "      <td>76</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>166</th>\n",
       "      <td>8</td>\n",
       "      <td>302.0</td>\n",
       "      <td>129</td>\n",
       "      <td>3169</td>\n",
       "      <td>12.0</td>\n",
       "      <td>75</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>64</th>\n",
       "      <td>8</td>\n",
       "      <td>318.0</td>\n",
       "      <td>150</td>\n",
       "      <td>4135</td>\n",
       "      <td>13.5</td>\n",
       "      <td>72</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>8</td>\n",
       "      <td>318.0</td>\n",
       "      <td>210</td>\n",
       "      <td>4382</td>\n",
       "      <td>13.5</td>\n",
       "      <td>70</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>80 rows × 9 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     cylinders  displacement  horsepower  weight  acceleration  model year  \\\n",
       "331          4          97.0          67    2145          18.0          80   \n",
       "111          3          70.0          90    2124          13.5          73   \n",
       "350          4         105.0          63    2215          14.9          81   \n",
       "205          4          97.0          75    2155          16.4          76   \n",
       "56           4          91.0          70    1955          20.5          71   \n",
       "..         ...           ...         ...     ...           ...         ...   \n",
       "304          4          91.0          69    2130          14.7          79   \n",
       "187          8         305.0         140    4215          13.0          76   \n",
       "166          8         302.0         129    3169          12.0          75   \n",
       "64           8         318.0         150    4135          13.5          72   \n",
       "27           8         318.0         210    4382          13.5          70   \n",
       "\n",
       "     origin_america  origin_asia  origin_europe  \n",
       "331               0            1              0  \n",
       "111               0            1              0  \n",
       "350               1            0              0  \n",
       "205               0            1              0  \n",
       "56                1            0              0  \n",
       "..              ...          ...            ...  \n",
       "304               0            0              1  \n",
       "187               1            0              0  \n",
       "166               1            0              0  \n",
       "64                1            0              0  \n",
       "27                1            0              0  \n",
       "\n",
       "[80 rows x 9 columns]"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "x_test"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "d7765190",
   "metadata": {},
   "outputs": [],
   "source": [
    "regression_model=LinearRegression()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "91b1b5be",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "LinearRegression()"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regression_model.fit(x_train,y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "d30f0d7c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([-0.40611803,  0.02446108, -0.01532656, -0.00707244,  0.098788  ,\n",
       "        0.79386262, -1.91517502,  1.0112444 ,  0.90393062])"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regression_model.coef_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "8a6ef52d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "-17.306012883598964"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regression_model.intercept_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "d6656a1d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([33.54341048, 27.08350522, 30.86653485, 30.01656225, 24.87021525,\n",
       "       36.16720479, 25.69919821, 17.36969054, 29.27283591, 26.0384934 ,\n",
       "       24.4412501 , 28.53441729, 36.03019636, 26.67009642, 20.15484594,\n",
       "       26.87546272, 21.59103482, 13.01098366,  8.69267783, 29.41261836,\n",
       "       17.55902996, 10.05141244, 35.10919473, 23.51646745, 27.16314611,\n",
       "       22.34555636, 26.00408859, 23.18396874, 29.80712361, 29.24790312,\n",
       "       14.15028122, 10.92941866, 29.87173494,  8.07730514, 34.86737843,\n",
       "       26.7246795 , 34.88331085, 16.78164723, 20.69548598, 11.56710594,\n",
       "       29.06054956, 31.75363563, 14.99121642, 17.12568983, 30.91936901,\n",
       "       30.65664829, 21.20025674, 16.14657791, 29.00036306, 14.92473174,\n",
       "       19.74544047, 20.95715032, 27.43344843, 19.47140898, 36.01244995,\n",
       "       33.54602437, 23.14725614, 13.61496272, 32.38136223, 27.05926139,\n",
       "       23.86536263, 24.57170178, 35.06810472, 16.49410704, 32.2058785 ,\n",
       "       21.02696112, 21.90090951, 19.51619646, 13.53406721, 24.37278331,\n",
       "       18.00891682, 30.52531349, 21.18865664, 20.72358278, 26.15328163,\n",
       "       32.24490068, 14.65223969, 21.25257223, 12.25670698,  8.00249475])"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regression_model.predict(x_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "ceb2a3b8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "331    33.8\n",
       "111    18.0\n",
       "350    34.7\n",
       "205    28.0\n",
       "56     26.0\n",
       "       ... \n",
       "304    37.3\n",
       "187    17.5\n",
       "166    13.0\n",
       "64     15.0\n",
       "27     11.0\n",
       "Name: mpg, Length: 80, dtype: float64"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y_test"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "bfa7be7c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.8307789225819249"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regression_model.score(x_train,y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "6b081863",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.7968308142656858"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regression_model.score(x_test,y_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "dfea297b",
   "metadata": {},
   "outputs": [],
   "source": [
    "y_pred=regression_model.predict(x)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "cf404eb9",
   "metadata": {},
   "outputs": [
    {
     "data": {
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      ]
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     "execution_count": 39,
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    "y_pred"
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   "execution_count": 40,
   "id": "8b2ea224",
   "metadata": {},
   "outputs": [
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       "      mpg\n",
       "0    18.0\n",
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     "execution_count": 40,
     "metadata": {},
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   "source": [
    "df_y=pd.DataFrame(y)\n",
    "df_y"
   ]
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  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "b851fe78",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_y_pred=pd.DataFrame(y_pred,columns=['mpg_pred'])"
   ]
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   "execution_count": 42,
   "id": "63e60710",
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       "      mpg_pred\n",
       "0    15.020970\n",
       "1    14.150281\n",
       "2    15.365649\n",
       "3    15.143199\n",
       "4    14.986201\n",
       "..         ...\n",
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       "396  29.247903\n",
       "397  28.584611\n",
       "\n",
       "[398 rows x 1 columns]"
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     "execution_count": 42,
     "metadata": {},
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  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "9b82aa42",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_concat=pd.concat([df_y,df_y_pred],axis=1)"
   ]
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  {
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   "execution_count": 44,
   "id": "96e10093",
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   "outputs": [
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      "text/plain": [
       "      mpg   mpg_pred\n",
       "0    18.0  15.020970\n",
       "1    15.0  14.150281\n",
       "2    18.0  15.365649\n",
       "3    16.0  15.143199\n",
       "4    17.0  14.986201\n",
       "..    ...        ...\n",
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       "396  28.0  29.247903\n",
       "397  31.0  28.584611\n",
       "\n",
       "[398 rows x 2 columns]"
      ]
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     "execution_count": 44,
     "metadata": {},
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    }
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   "source": [
    "df_concat"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "5c8dbc4a",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn import metrics"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "0bc0d929",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
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      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "MAE=metrics.mean_absolute_error(y,y_pred)\n",
    "MAE"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "2656237e",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1.5900768348495933"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "RMSE=np.sqrt(MAE)\n",
    "RMSE"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "e752d154",
   "metadata": {},
   "outputs": [
    {
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>16.0</td>\n",
       "      <td>15.143199</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>17.0</td>\n",
       "      <td>14.986201</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>393</th>\n",
       "      <td>27.0</td>\n",
       "      <td>28.166522</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>394</th>\n",
       "      <td>44.0</td>\n",
       "      <td>36.011808</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>395</th>\n",
       "      <td>32.0</td>\n",
       "      <td>31.180576</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>396</th>\n",
       "      <td>28.0</td>\n",
       "      <td>29.247903</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>397</th>\n",
       "      <td>31.0</td>\n",
       "      <td>28.584611</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>398 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      mpg   mpg_pred\n",
       "0    18.0  15.020970\n",
       "1    15.0  14.150281\n",
       "2    18.0  15.365649\n",
       "3    16.0  15.143199\n",
       "4    17.0  14.986201\n",
       "..    ...        ...\n",
       "393  27.0  28.166522\n",
       "394  44.0  36.011808\n",
       "395  32.0  31.180576\n",
       "396  28.0  29.247903\n",
       "397  31.0  28.584611\n",
       "\n",
       "[398 rows x 2 columns]"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_concat"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "37dc97a3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(15,8))\n",
    "sns.regplot(x='mpg',y='mpg_pred',data=df_concat);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "de67cdae",
   "metadata": {},
   "outputs": [],
   "source": [
    "data_chart=data.iloc[:,0:7]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "f9a9273f",
   "metadata": {},
   "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>mpg</th>\n",
       "      <th>cylinders</th>\n",
       "      <th>displacement</th>\n",
       "      <th>horsepower</th>\n",
       "      <th>weight</th>\n",
       "      <th>acceleration</th>\n",
       "      <th>model year</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>18.0</td>\n",
       "      <td>8</td>\n",
       "      <td>307.0</td>\n",
       "      <td>130</td>\n",
       "      <td>3504</td>\n",
       "      <td>12.0</td>\n",
       "      <td>70</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>15.0</td>\n",
       "      <td>8</td>\n",
       "      <td>350.0</td>\n",
       "      <td>165</td>\n",
       "      <td>3693</td>\n",
       "      <td>11.5</td>\n",
       "      <td>70</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>18.0</td>\n",
       "      <td>8</td>\n",
       "      <td>318.0</td>\n",
       "      <td>150</td>\n",
       "      <td>3436</td>\n",
       "      <td>11.0</td>\n",
       "      <td>70</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>16.0</td>\n",
       "      <td>8</td>\n",
       "      <td>304.0</td>\n",
       "      <td>150</td>\n",
       "      <td>3433</td>\n",
       "      <td>12.0</td>\n",
       "      <td>70</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>17.0</td>\n",
       "      <td>8</td>\n",
       "      <td>302.0</td>\n",
       "      <td>140</td>\n",
       "      <td>3449</td>\n",
       "      <td>10.5</td>\n",
       "      <td>70</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>393</th>\n",
       "      <td>27.0</td>\n",
       "      <td>4</td>\n",
       "      <td>140.0</td>\n",
       "      <td>86</td>\n",
       "      <td>2790</td>\n",
       "      <td>15.6</td>\n",
       "      <td>82</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>394</th>\n",
       "      <td>44.0</td>\n",
       "      <td>4</td>\n",
       "      <td>97.0</td>\n",
       "      <td>52</td>\n",
       "      <td>2130</td>\n",
       "      <td>24.6</td>\n",
       "      <td>82</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>395</th>\n",
       "      <td>32.0</td>\n",
       "      <td>4</td>\n",
       "      <td>135.0</td>\n",
       "      <td>84</td>\n",
       "      <td>2295</td>\n",
       "      <td>11.6</td>\n",
       "      <td>82</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>396</th>\n",
       "      <td>28.0</td>\n",
       "      <td>4</td>\n",
       "      <td>120.0</td>\n",
       "      <td>79</td>\n",
       "      <td>2625</td>\n",
       "      <td>18.6</td>\n",
       "      <td>82</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>397</th>\n",
       "      <td>31.0</td>\n",
       "      <td>4</td>\n",
       "      <td>119.0</td>\n",
       "      <td>82</td>\n",
       "      <td>2720</td>\n",
       "      <td>19.4</td>\n",
       "      <td>82</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>398 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      mpg  cylinders  displacement  horsepower  weight  acceleration  \\\n",
       "0    18.0          8         307.0         130    3504          12.0   \n",
       "1    15.0          8         350.0         165    3693          11.5   \n",
       "2    18.0          8         318.0         150    3436          11.0   \n",
       "3    16.0          8         304.0         150    3433          12.0   \n",
       "4    17.0          8         302.0         140    3449          10.5   \n",
       "..    ...        ...           ...         ...     ...           ...   \n",
       "393  27.0          4         140.0          86    2790          15.6   \n",
       "394  44.0          4          97.0          52    2130          24.6   \n",
       "395  32.0          4         135.0          84    2295          11.6   \n",
       "396  28.0          4         120.0          79    2625          18.6   \n",
       "397  31.0          4         119.0          82    2720          19.4   \n",
       "\n",
       "     model year  \n",
       "0            70  \n",
       "1            70  \n",
       "2            70  \n",
       "3            70  \n",
       "4            70  \n",
       "..          ...  \n",
       "393          82  \n",
       "394          82  \n",
       "395          82  \n",
       "396          82  \n",
       "397          82  \n",
       "\n",
       "[398 rows x 7 columns]"
      ]
     },
     "execution_count": 53,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data_chart"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "f932f953",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 720x720 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1260x1260 with 56 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10,10))\n",
    "sns.pairplot(data_chart, diag_kind='kde')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 292,
   "id": "31006e68",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([-0.40611803,  0.02446108, -0.01532656, -0.00707244,  0.098788  ,\n",
       "        0.79386262, -1.91517502,  1.0112444 ,  0.90393062])"
      ]
     },
     "execution_count": 292,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regression_model.coef_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 293,
   "id": "912c666d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "-17.306012883598964"
      ]
     },
     "execution_count": 293,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regression_model.intercept_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 295,
   "id": "3116a313",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['cylinders', 'displacement', 'horsepower', 'weight', 'acceleration',\n",
       "       'model year', 'origin_america', 'origin_asia', 'origin_europe'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 295,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "x_train.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 297,
   "id": "a771d2b0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "the coefficient of cylinders is -0.40611802730947866\n",
      "the coefficient of displacement is 0.024461082323006738\n",
      "the coefficient of horsepower is -0.015326564170981855\n",
      "the coefficient of weight is -0.007072441884701037\n",
      "the coefficient of acceleration is 0.09878800313283438\n",
      "the coefficient of model year is 0.7938626208856031\n",
      "the coefficient of origin_america is -1.9151750208316607\n",
      "the coefficient of origin_asia is 1.011244397814621\n",
      "the coefficient of origin_europe is 0.9039306230170389\n"
     ]
    }
   ],
   "source": [
    "for x,y in enumerate (regression_model.coef_):\n",
    "    print('the coefficient of {} is {}'.format(x_train.columns[x],regression_model.coef_[x]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 302,
   "id": "f77bba97",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "the coefficient of cylinders is -0.40611802730947866\n",
      "the coefficient of displacement is 0.024461082323006738\n",
      "the coefficient of horsepower is -0.015326564170981855\n",
      "the coefficient of weight is -0.007072441884701037\n",
      "the coefficient of acceleration is 0.09878800313283438\n",
      "the coefficient of model year is 0.7938626208856031\n",
      "the coefficient of origin_america is -1.9151750208316607\n",
      "the coefficient of origin_asia is 1.011244397814621\n",
      "the coefficient of origin_europe is 0.9039306230170389\n"
     ]
    }
   ],
   "source": [
    "for x in range(len(regression_model.coef_)):\n",
    "    print('the coefficient of {} is {}'.format(x_train.columns[x],regression_model.coef_[x]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 306,
   "id": "0d563365",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "the coefficient of cylinders is -0.40611802730947866\n",
      "the coefficient of displacement is 0.024461082323006738\n",
      "the coefficient of horsepower is -0.015326564170981855\n",
      "the coefficient of weight is -0.007072441884701037\n",
      "the coefficient of acceleration is 0.09878800313283438\n",
      "the coefficient of model year is 0.7938626208856031\n",
      "the coefficient of origin_america is -1.9151750208316607\n",
      "the coefficient of origin_asia is 1.011244397814621\n",
      "the coefficient of origin_europe is 0.9039306230170389\n"
     ]
    }
   ],
   "source": [
    "for x,y in enumerate (x_train.columns):\n",
    "    print('the coefficient of {} is {}'.format(y,regression_model.coef_[x]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 305,
   "id": "a53d25cb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['cylinders', 'displacement', 'horsepower', 'weight', 'acceleration',\n",
       "       'model year', 'origin_america', 'origin_asia', 'origin_europe'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 305,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "x_train.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6fdbcec9",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "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": "3.9.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}