From db02fe7ad402c985982a92795c31e26cc2caec20 Mon Sep 17 00:00:00 2001
From: Srs_vesta <101057653+SurajSanap@users.noreply.github.com>
Date: Tue, 28 May 2024 10:29:27 +0530
Subject: [PATCH] addedCar Price Prediction Using Machine Learning

---
 ...ZE PREDICTION USING MACHINE LEARNING.ipynb | 2535 +++++++++++++++++
 1 file changed, 2535 insertions(+)
 create mode 100644 Car Price Prediction Using Machine Learning/CAR PRIZE PREDICTION USING MACHINE LEARNING.ipynb

diff --git a/Car Price Prediction Using Machine Learning/CAR PRIZE PREDICTION USING MACHINE LEARNING.ipynb b/Car Price Prediction Using Machine Learning/CAR PRIZE PREDICTION USING MACHINE LEARNING.ipynb
new file mode 100644
index 000000000..a8e9a1c1e
--- /dev/null
+++ b/Car Price Prediction Using Machine Learning/CAR PRIZE PREDICTION USING MACHINE LEARNING.ipynb	
@@ -0,0 +1,2535 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "6e12b8f9",
+   "metadata": {},
+   "source": [
+    "# CAR PRIZE PREDICTION USING MACHINE LEARNING"
+   ]
+  },
+  {
+   "attachments": {
+    "image.png": {
+     "image/png": 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"
+    }
+   },
+   "cell_type": "markdown",
+   "id": "97a7446c",
+   "metadata": {},
+   "source": [
+    "![image.png](attachment:image.png)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "271461e7",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#import required libraries\n",
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import matplotlib.pyplot as plt\n",
+    "import seaborn as sns\n",
+    "%matplotlib inline"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "079ca711",
+   "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>car_ID</th>\n",
+       "      <th>symboling</th>\n",
+       "      <th>CarName</th>\n",
+       "      <th>fueltype</th>\n",
+       "      <th>aspiration</th>\n",
+       "      <th>doornumber</th>\n",
+       "      <th>carbody</th>\n",
+       "      <th>drivewheel</th>\n",
+       "      <th>enginelocation</th>\n",
+       "      <th>wheelbase</th>\n",
+       "      <th>...</th>\n",
+       "      <th>enginesize</th>\n",
+       "      <th>fuelsystem</th>\n",
+       "      <th>boreratio</th>\n",
+       "      <th>stroke</th>\n",
+       "      <th>compressionratio</th>\n",
+       "      <th>horsepower</th>\n",
+       "      <th>peakrpm</th>\n",
+       "      <th>citympg</th>\n",
+       "      <th>highwaympg</th>\n",
+       "      <th>price</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>alfa-romero giulia</td>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>two</td>\n",
+       "      <td>convertible</td>\n",
+       "      <td>rwd</td>\n",
+       "      <td>front</td>\n",
+       "      <td>88.6</td>\n",
+       "      <td>...</td>\n",
+       "      <td>130</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>3.47</td>\n",
+       "      <td>2.68</td>\n",
+       "      <td>9.0</td>\n",
+       "      <td>111</td>\n",
+       "      <td>5000</td>\n",
+       "      <td>21</td>\n",
+       "      <td>27</td>\n",
+       "      <td>13495.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>alfa-romero stelvio</td>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>two</td>\n",
+       "      <td>convertible</td>\n",
+       "      <td>rwd</td>\n",
+       "      <td>front</td>\n",
+       "      <td>88.6</td>\n",
+       "      <td>...</td>\n",
+       "      <td>130</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>3.47</td>\n",
+       "      <td>2.68</td>\n",
+       "      <td>9.0</td>\n",
+       "      <td>111</td>\n",
+       "      <td>5000</td>\n",
+       "      <td>21</td>\n",
+       "      <td>27</td>\n",
+       "      <td>16500.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>3</td>\n",
+       "      <td>1</td>\n",
+       "      <td>alfa-romero Quadrifoglio</td>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>two</td>\n",
+       "      <td>hatchback</td>\n",
+       "      <td>rwd</td>\n",
+       "      <td>front</td>\n",
+       "      <td>94.5</td>\n",
+       "      <td>...</td>\n",
+       "      <td>152</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>2.68</td>\n",
+       "      <td>3.47</td>\n",
+       "      <td>9.0</td>\n",
+       "      <td>154</td>\n",
+       "      <td>5000</td>\n",
+       "      <td>19</td>\n",
+       "      <td>26</td>\n",
+       "      <td>16500.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>4</td>\n",
+       "      <td>2</td>\n",
+       "      <td>audi 100 ls</td>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>four</td>\n",
+       "      <td>sedan</td>\n",
+       "      <td>fwd</td>\n",
+       "      <td>front</td>\n",
+       "      <td>99.8</td>\n",
+       "      <td>...</td>\n",
+       "      <td>109</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>3.19</td>\n",
+       "      <td>3.40</td>\n",
+       "      <td>10.0</td>\n",
+       "      <td>102</td>\n",
+       "      <td>5500</td>\n",
+       "      <td>24</td>\n",
+       "      <td>30</td>\n",
+       "      <td>13950.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>5</td>\n",
+       "      <td>2</td>\n",
+       "      <td>audi 100ls</td>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>four</td>\n",
+       "      <td>sedan</td>\n",
+       "      <td>4wd</td>\n",
+       "      <td>front</td>\n",
+       "      <td>99.4</td>\n",
+       "      <td>...</td>\n",
+       "      <td>136</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>3.19</td>\n",
+       "      <td>3.40</td>\n",
+       "      <td>8.0</td>\n",
+       "      <td>115</td>\n",
+       "      <td>5500</td>\n",
+       "      <td>18</td>\n",
+       "      <td>22</td>\n",
+       "      <td>17450.0</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>5 rows × 26 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   car_ID  symboling                   CarName fueltype aspiration doornumber  \\\n",
+       "0       1          3        alfa-romero giulia      gas        std        two   \n",
+       "1       2          3       alfa-romero stelvio      gas        std        two   \n",
+       "2       3          1  alfa-romero Quadrifoglio      gas        std        two   \n",
+       "3       4          2               audi 100 ls      gas        std       four   \n",
+       "4       5          2                audi 100ls      gas        std       four   \n",
+       "\n",
+       "       carbody drivewheel enginelocation  wheelbase  ...  enginesize  \\\n",
+       "0  convertible        rwd          front       88.6  ...         130   \n",
+       "1  convertible        rwd          front       88.6  ...         130   \n",
+       "2    hatchback        rwd          front       94.5  ...         152   \n",
+       "3        sedan        fwd          front       99.8  ...         109   \n",
+       "4        sedan        4wd          front       99.4  ...         136   \n",
+       "\n",
+       "   fuelsystem  boreratio  stroke compressionratio horsepower  peakrpm citympg  \\\n",
+       "0        mpfi       3.47    2.68              9.0        111     5000      21   \n",
+       "1        mpfi       3.47    2.68              9.0        111     5000      21   \n",
+       "2        mpfi       2.68    3.47              9.0        154     5000      19   \n",
+       "3        mpfi       3.19    3.40             10.0        102     5500      24   \n",
+       "4        mpfi       3.19    3.40              8.0        115     5500      18   \n",
+       "\n",
+       "   highwaympg    price  \n",
+       "0          27  13495.0  \n",
+       "1          27  16500.0  \n",
+       "2          26  16500.0  \n",
+       "3          30  13950.0  \n",
+       "4          22  17450.0  \n",
+       "\n",
+       "[5 rows x 26 columns]"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "#read the dataset\n",
+    "df=pd.read_csv(r\"C:\\Users\\DjS\\Desktop\\datasets\\CarPrice_Assignment.csv\")\n",
+    "df.head()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "349a75ea",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(205, 26)"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.shape"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "763f91c8",
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Index(['car_ID', 'symboling', 'CarName', 'fueltype', 'aspiration',\n",
+       "       'doornumber', 'carbody', 'drivewheel', 'enginelocation', 'wheelbase',\n",
+       "       'carlength', 'carwidth', 'carheight', 'curbweight', 'enginetype',\n",
+       "       'cylindernumber', 'enginesize', 'fuelsystem', 'boreratio', 'stroke',\n",
+       "       'compressionratio', 'horsepower', 'peakrpm', 'citympg', 'highwaympg',\n",
+       "       'price'],\n",
+       "      dtype='object')"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.columns"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "a14659fa",
+   "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>car_ID</th>\n",
+       "      <th>symboling</th>\n",
+       "      <th>wheelbase</th>\n",
+       "      <th>carlength</th>\n",
+       "      <th>carwidth</th>\n",
+       "      <th>carheight</th>\n",
+       "      <th>curbweight</th>\n",
+       "      <th>enginesize</th>\n",
+       "      <th>boreratio</th>\n",
+       "      <th>stroke</th>\n",
+       "      <th>compressionratio</th>\n",
+       "      <th>horsepower</th>\n",
+       "      <th>peakrpm</th>\n",
+       "      <th>citympg</th>\n",
+       "      <th>highwaympg</th>\n",
+       "      <th>price</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>count</th>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>205.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>mean</th>\n",
+       "      <td>103.000000</td>\n",
+       "      <td>0.834146</td>\n",
+       "      <td>98.756585</td>\n",
+       "      <td>174.049268</td>\n",
+       "      <td>65.907805</td>\n",
+       "      <td>53.724878</td>\n",
+       "      <td>2555.565854</td>\n",
+       "      <td>126.907317</td>\n",
+       "      <td>3.329756</td>\n",
+       "      <td>3.255415</td>\n",
+       "      <td>10.142537</td>\n",
+       "      <td>104.117073</td>\n",
+       "      <td>5125.121951</td>\n",
+       "      <td>25.219512</td>\n",
+       "      <td>30.751220</td>\n",
+       "      <td>13276.710571</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>std</th>\n",
+       "      <td>59.322565</td>\n",
+       "      <td>1.245307</td>\n",
+       "      <td>6.021776</td>\n",
+       "      <td>12.337289</td>\n",
+       "      <td>2.145204</td>\n",
+       "      <td>2.443522</td>\n",
+       "      <td>520.680204</td>\n",
+       "      <td>41.642693</td>\n",
+       "      <td>0.270844</td>\n",
+       "      <td>0.313597</td>\n",
+       "      <td>3.972040</td>\n",
+       "      <td>39.544167</td>\n",
+       "      <td>476.985643</td>\n",
+       "      <td>6.542142</td>\n",
+       "      <td>6.886443</td>\n",
+       "      <td>7988.852332</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>min</th>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>-2.000000</td>\n",
+       "      <td>86.600000</td>\n",
+       "      <td>141.100000</td>\n",
+       "      <td>60.300000</td>\n",
+       "      <td>47.800000</td>\n",
+       "      <td>1488.000000</td>\n",
+       "      <td>61.000000</td>\n",
+       "      <td>2.540000</td>\n",
+       "      <td>2.070000</td>\n",
+       "      <td>7.000000</td>\n",
+       "      <td>48.000000</td>\n",
+       "      <td>4150.000000</td>\n",
+       "      <td>13.000000</td>\n",
+       "      <td>16.000000</td>\n",
+       "      <td>5118.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>25%</th>\n",
+       "      <td>52.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>94.500000</td>\n",
+       "      <td>166.300000</td>\n",
+       "      <td>64.100000</td>\n",
+       "      <td>52.000000</td>\n",
+       "      <td>2145.000000</td>\n",
+       "      <td>97.000000</td>\n",
+       "      <td>3.150000</td>\n",
+       "      <td>3.110000</td>\n",
+       "      <td>8.600000</td>\n",
+       "      <td>70.000000</td>\n",
+       "      <td>4800.000000</td>\n",
+       "      <td>19.000000</td>\n",
+       "      <td>25.000000</td>\n",
+       "      <td>7788.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>50%</th>\n",
+       "      <td>103.000000</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>97.000000</td>\n",
+       "      <td>173.200000</td>\n",
+       "      <td>65.500000</td>\n",
+       "      <td>54.100000</td>\n",
+       "      <td>2414.000000</td>\n",
+       "      <td>120.000000</td>\n",
+       "      <td>3.310000</td>\n",
+       "      <td>3.290000</td>\n",
+       "      <td>9.000000</td>\n",
+       "      <td>95.000000</td>\n",
+       "      <td>5200.000000</td>\n",
+       "      <td>24.000000</td>\n",
+       "      <td>30.000000</td>\n",
+       "      <td>10295.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>75%</th>\n",
+       "      <td>154.000000</td>\n",
+       "      <td>2.000000</td>\n",
+       "      <td>102.400000</td>\n",
+       "      <td>183.100000</td>\n",
+       "      <td>66.900000</td>\n",
+       "      <td>55.500000</td>\n",
+       "      <td>2935.000000</td>\n",
+       "      <td>141.000000</td>\n",
+       "      <td>3.580000</td>\n",
+       "      <td>3.410000</td>\n",
+       "      <td>9.400000</td>\n",
+       "      <td>116.000000</td>\n",
+       "      <td>5500.000000</td>\n",
+       "      <td>30.000000</td>\n",
+       "      <td>34.000000</td>\n",
+       "      <td>16503.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>max</th>\n",
+       "      <td>205.000000</td>\n",
+       "      <td>3.000000</td>\n",
+       "      <td>120.900000</td>\n",
+       "      <td>208.100000</td>\n",
+       "      <td>72.300000</td>\n",
+       "      <td>59.800000</td>\n",
+       "      <td>4066.000000</td>\n",
+       "      <td>326.000000</td>\n",
+       "      <td>3.940000</td>\n",
+       "      <td>4.170000</td>\n",
+       "      <td>23.000000</td>\n",
+       "      <td>288.000000</td>\n",
+       "      <td>6600.000000</td>\n",
+       "      <td>49.000000</td>\n",
+       "      <td>54.000000</td>\n",
+       "      <td>45400.000000</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "           car_ID   symboling   wheelbase   carlength    carwidth   carheight  \\\n",
+       "count  205.000000  205.000000  205.000000  205.000000  205.000000  205.000000   \n",
+       "mean   103.000000    0.834146   98.756585  174.049268   65.907805   53.724878   \n",
+       "std     59.322565    1.245307    6.021776   12.337289    2.145204    2.443522   \n",
+       "min      1.000000   -2.000000   86.600000  141.100000   60.300000   47.800000   \n",
+       "25%     52.000000    0.000000   94.500000  166.300000   64.100000   52.000000   \n",
+       "50%    103.000000    1.000000   97.000000  173.200000   65.500000   54.100000   \n",
+       "75%    154.000000    2.000000  102.400000  183.100000   66.900000   55.500000   \n",
+       "max    205.000000    3.000000  120.900000  208.100000   72.300000   59.800000   \n",
+       "\n",
+       "        curbweight  enginesize   boreratio      stroke  compressionratio  \\\n",
+       "count   205.000000  205.000000  205.000000  205.000000        205.000000   \n",
+       "mean   2555.565854  126.907317    3.329756    3.255415         10.142537   \n",
+       "std     520.680204   41.642693    0.270844    0.313597          3.972040   \n",
+       "min    1488.000000   61.000000    2.540000    2.070000          7.000000   \n",
+       "25%    2145.000000   97.000000    3.150000    3.110000          8.600000   \n",
+       "50%    2414.000000  120.000000    3.310000    3.290000          9.000000   \n",
+       "75%    2935.000000  141.000000    3.580000    3.410000          9.400000   \n",
+       "max    4066.000000  326.000000    3.940000    4.170000         23.000000   \n",
+       "\n",
+       "       horsepower      peakrpm     citympg  highwaympg         price  \n",
+       "count  205.000000   205.000000  205.000000  205.000000    205.000000  \n",
+       "mean   104.117073  5125.121951   25.219512   30.751220  13276.710571  \n",
+       "std     39.544167   476.985643    6.542142    6.886443   7988.852332  \n",
+       "min     48.000000  4150.000000   13.000000   16.000000   5118.000000  \n",
+       "25%     70.000000  4800.000000   19.000000   25.000000   7788.000000  \n",
+       "50%     95.000000  5200.000000   24.000000   30.000000  10295.000000  \n",
+       "75%    116.000000  5500.000000   30.000000   34.000000  16503.000000  \n",
+       "max    288.000000  6600.000000   49.000000   54.000000  45400.000000  "
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.describe()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "7b850974",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "<class 'pandas.core.frame.DataFrame'>\n",
+      "RangeIndex: 205 entries, 0 to 204\n",
+      "Data columns (total 26 columns):\n",
+      " #   Column            Non-Null Count  Dtype  \n",
+      "---  ------            --------------  -----  \n",
+      " 0   car_ID            205 non-null    int64  \n",
+      " 1   symboling         205 non-null    int64  \n",
+      " 2   CarName           205 non-null    object \n",
+      " 3   fueltype          205 non-null    object \n",
+      " 4   aspiration        205 non-null    object \n",
+      " 5   doornumber        205 non-null    object \n",
+      " 6   carbody           205 non-null    object \n",
+      " 7   drivewheel        205 non-null    object \n",
+      " 8   enginelocation    205 non-null    object \n",
+      " 9   wheelbase         205 non-null    float64\n",
+      " 10  carlength         205 non-null    float64\n",
+      " 11  carwidth          205 non-null    float64\n",
+      " 12  carheight         205 non-null    float64\n",
+      " 13  curbweight        205 non-null    int64  \n",
+      " 14  enginetype        205 non-null    object \n",
+      " 15  cylindernumber    205 non-null    object \n",
+      " 16  enginesize        205 non-null    int64  \n",
+      " 17  fuelsystem        205 non-null    object \n",
+      " 18  boreratio         205 non-null    float64\n",
+      " 19  stroke            205 non-null    float64\n",
+      " 20  compressionratio  205 non-null    float64\n",
+      " 21  horsepower        205 non-null    int64  \n",
+      " 22  peakrpm           205 non-null    int64  \n",
+      " 23  citympg           205 non-null    int64  \n",
+      " 24  highwaympg        205 non-null    int64  \n",
+      " 25  price             205 non-null    float64\n",
+      "dtypes: float64(8), int64(8), object(10)\n",
+      "memory usage: 41.8+ KB\n"
+     ]
+    }
+   ],
+   "source": [
+    "df.info()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "69d3cc6d",
+   "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>car_ID</th>\n",
+       "      <th>symboling</th>\n",
+       "      <th>CarName</th>\n",
+       "      <th>fueltype</th>\n",
+       "      <th>aspiration</th>\n",
+       "      <th>doornumber</th>\n",
+       "      <th>carbody</th>\n",
+       "      <th>drivewheel</th>\n",
+       "      <th>enginelocation</th>\n",
+       "      <th>wheelbase</th>\n",
+       "      <th>...</th>\n",
+       "      <th>enginesize</th>\n",
+       "      <th>fuelsystem</th>\n",
+       "      <th>boreratio</th>\n",
+       "      <th>stroke</th>\n",
+       "      <th>compressionratio</th>\n",
+       "      <th>horsepower</th>\n",
+       "      <th>peakrpm</th>\n",
+       "      <th>citympg</th>\n",
+       "      <th>highwaympg</th>\n",
+       "      <th>price</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>0 rows × 26 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "Empty DataFrame\n",
+       "Columns: [car_ID, symboling, CarName, fueltype, aspiration, doornumber, carbody, drivewheel, enginelocation, wheelbase, carlength, carwidth, carheight, curbweight, enginetype, cylindernumber, enginesize, fuelsystem, boreratio, stroke, compressionratio, horsepower, peakrpm, citympg, highwaympg, price]\n",
+       "Index: []\n",
+       "\n",
+       "[0 rows x 26 columns]"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df[df.duplicated()]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "16e6ce65",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "car_ID              0\n",
+       "symboling           0\n",
+       "CarName             0\n",
+       "fueltype            0\n",
+       "aspiration          0\n",
+       "doornumber          0\n",
+       "carbody             0\n",
+       "drivewheel          0\n",
+       "enginelocation      0\n",
+       "wheelbase           0\n",
+       "carlength           0\n",
+       "carwidth            0\n",
+       "carheight           0\n",
+       "curbweight          0\n",
+       "enginetype          0\n",
+       "cylindernumber      0\n",
+       "enginesize          0\n",
+       "fuelsystem          0\n",
+       "boreratio           0\n",
+       "stroke              0\n",
+       "compressionratio    0\n",
+       "horsepower          0\n",
+       "peakrpm             0\n",
+       "citympg             0\n",
+       "highwaympg          0\n",
+       "price               0\n",
+       "dtype: int64"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.isnull().sum()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "a2a07c38",
+   "metadata": {},
+   "source": [
+    "# Data cleaning"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "aa4b5dc3",
+   "metadata": {},
+   "source": [
+    "**Observation**\n",
+    "\n",
+    "In the CarName Feature we can observe that the values are storing both the car's company name and the Car name.\n",
+    "So we have to clean that Feature.\n",
+    "We can separate the car company names from Carname Feature."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "a643e311",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "df['Company Name']  = df['CarName'].apply(lambda x : x.split()[0])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "4445299d",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "df.drop('CarName',axis = 1, inplace= True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "735cae8d",
+   "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>car_ID</th>\n",
+       "      <th>symboling</th>\n",
+       "      <th>fueltype</th>\n",
+       "      <th>aspiration</th>\n",
+       "      <th>doornumber</th>\n",
+       "      <th>carbody</th>\n",
+       "      <th>drivewheel</th>\n",
+       "      <th>enginelocation</th>\n",
+       "      <th>wheelbase</th>\n",
+       "      <th>carlength</th>\n",
+       "      <th>...</th>\n",
+       "      <th>fuelsystem</th>\n",
+       "      <th>boreratio</th>\n",
+       "      <th>stroke</th>\n",
+       "      <th>compressionratio</th>\n",
+       "      <th>horsepower</th>\n",
+       "      <th>peakrpm</th>\n",
+       "      <th>citympg</th>\n",
+       "      <th>highwaympg</th>\n",
+       "      <th>price</th>\n",
+       "      <th>Company Name</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>two</td>\n",
+       "      <td>convertible</td>\n",
+       "      <td>rwd</td>\n",
+       "      <td>front</td>\n",
+       "      <td>88.6</td>\n",
+       "      <td>168.8</td>\n",
+       "      <td>...</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>3.47</td>\n",
+       "      <td>2.68</td>\n",
+       "      <td>9.0</td>\n",
+       "      <td>111</td>\n",
+       "      <td>5000</td>\n",
+       "      <td>21</td>\n",
+       "      <td>27</td>\n",
+       "      <td>13495.0</td>\n",
+       "      <td>alfa-romero</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>two</td>\n",
+       "      <td>convertible</td>\n",
+       "      <td>rwd</td>\n",
+       "      <td>front</td>\n",
+       "      <td>88.6</td>\n",
+       "      <td>168.8</td>\n",
+       "      <td>...</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>3.47</td>\n",
+       "      <td>2.68</td>\n",
+       "      <td>9.0</td>\n",
+       "      <td>111</td>\n",
+       "      <td>5000</td>\n",
+       "      <td>21</td>\n",
+       "      <td>27</td>\n",
+       "      <td>16500.0</td>\n",
+       "      <td>alfa-romero</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>3</td>\n",
+       "      <td>1</td>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>two</td>\n",
+       "      <td>hatchback</td>\n",
+       "      <td>rwd</td>\n",
+       "      <td>front</td>\n",
+       "      <td>94.5</td>\n",
+       "      <td>171.2</td>\n",
+       "      <td>...</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>2.68</td>\n",
+       "      <td>3.47</td>\n",
+       "      <td>9.0</td>\n",
+       "      <td>154</td>\n",
+       "      <td>5000</td>\n",
+       "      <td>19</td>\n",
+       "      <td>26</td>\n",
+       "      <td>16500.0</td>\n",
+       "      <td>alfa-romero</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>4</td>\n",
+       "      <td>2</td>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>four</td>\n",
+       "      <td>sedan</td>\n",
+       "      <td>fwd</td>\n",
+       "      <td>front</td>\n",
+       "      <td>99.8</td>\n",
+       "      <td>176.6</td>\n",
+       "      <td>...</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>3.19</td>\n",
+       "      <td>3.40</td>\n",
+       "      <td>10.0</td>\n",
+       "      <td>102</td>\n",
+       "      <td>5500</td>\n",
+       "      <td>24</td>\n",
+       "      <td>30</td>\n",
+       "      <td>13950.0</td>\n",
+       "      <td>audi</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>5</td>\n",
+       "      <td>2</td>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>four</td>\n",
+       "      <td>sedan</td>\n",
+       "      <td>4wd</td>\n",
+       "      <td>front</td>\n",
+       "      <td>99.4</td>\n",
+       "      <td>176.6</td>\n",
+       "      <td>...</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>3.19</td>\n",
+       "      <td>3.40</td>\n",
+       "      <td>8.0</td>\n",
+       "      <td>115</td>\n",
+       "      <td>5500</td>\n",
+       "      <td>18</td>\n",
+       "      <td>22</td>\n",
+       "      <td>17450.0</td>\n",
+       "      <td>audi</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>5 rows × 26 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   car_ID  symboling fueltype aspiration doornumber      carbody drivewheel  \\\n",
+       "0       1          3      gas        std        two  convertible        rwd   \n",
+       "1       2          3      gas        std        two  convertible        rwd   \n",
+       "2       3          1      gas        std        two    hatchback        rwd   \n",
+       "3       4          2      gas        std       four        sedan        fwd   \n",
+       "4       5          2      gas        std       four        sedan        4wd   \n",
+       "\n",
+       "  enginelocation  wheelbase  carlength  ...  fuelsystem  boreratio  stroke  \\\n",
+       "0          front       88.6      168.8  ...        mpfi       3.47    2.68   \n",
+       "1          front       88.6      168.8  ...        mpfi       3.47    2.68   \n",
+       "2          front       94.5      171.2  ...        mpfi       2.68    3.47   \n",
+       "3          front       99.8      176.6  ...        mpfi       3.19    3.40   \n",
+       "4          front       99.4      176.6  ...        mpfi       3.19    3.40   \n",
+       "\n",
+       "  compressionratio horsepower  peakrpm citympg  highwaympg    price  \\\n",
+       "0              9.0        111     5000      21          27  13495.0   \n",
+       "1              9.0        111     5000      21          27  16500.0   \n",
+       "2              9.0        154     5000      19          26  16500.0   \n",
+       "3             10.0        102     5500      24          30  13950.0   \n",
+       "4              8.0        115     5500      18          22  17450.0   \n",
+       "\n",
+       "   Company Name  \n",
+       "0   alfa-romero  \n",
+       "1   alfa-romero  \n",
+       "2   alfa-romero  \n",
+       "3          audi  \n",
+       "4          audi  \n",
+       "\n",
+       "[5 rows x 26 columns]"
+      ]
+     },
+     "execution_count": 13,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.head()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "d241de88",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array(['alfa-romero', 'audi', 'bmw', 'chevrolet', 'dodge', 'honda',\n",
+       "       'isuzu', 'jaguar', 'maxda', 'mazda', 'buick', 'mercury',\n",
+       "       'mitsubishi', 'Nissan', 'nissan', 'peugeot', 'plymouth', 'porsche',\n",
+       "       'porcshce', 'renault', 'saab', 'subaru', 'toyota', 'toyouta',\n",
+       "       'vokswagen', 'volkswagen', 'vw', 'volvo'], dtype=object)"
+      ]
+     },
+     "execution_count": 14,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df['Company Name'].unique()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "71347b5b",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def replace(error,correct):\n",
+    "    df['Company Name'] = df['Company Name'].replace(to_replace=error,value=correct)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "50db3acd",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "replace('maxda','mazda')\n",
+    "replace('porcshce','porsche')\n",
+    "replace('Nissan','nissan')\n",
+    "replace('vw','volkswagen')\n",
+    "replace('vokswagen','volkswagen')\n",
+    "replace('toyouta','toyota')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "ee897924",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array(['alfa-romero', 'audi', 'bmw', 'chevrolet', 'dodge', 'honda',\n",
+       "       'isuzu', 'jaguar', 'mazda', 'buick', 'mercury', 'mitsubishi',\n",
+       "       'nissan', 'peugeot', 'plymouth', 'porsche', 'renault', 'saab',\n",
+       "       'subaru', 'toyota', 'volkswagen', 'volvo'], dtype=object)"
+      ]
+     },
+     "execution_count": 17,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df['Company Name'].unique()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6503d3f6",
+   "metadata": {},
+   "source": [
+    "# Data visualisation"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "17278267",
+   "metadata": {},
+   "source": [
+    "1. Visualizing our Target Feature."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "id": "849a03d0",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "C:\\Users\\DjS\\anaconda3\\lib\\site-packages\\seaborn\\distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n",
+      "  warnings.warn(msg, FutureWarning)\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1080x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.figure(figsize=(15,6))\n",
+    "plt.subplot(1,2,1)\n",
+    "sns.distplot(df[\"price\"],color=\"green\",kde=True)\n",
+    "plt.title(\"Car Price Distribution\",fontweight=\"black\",pad=20,fontsize=20)\n",
+    "\n",
+    "plt.subplot(1,2,2)\n",
+    "sns.boxplot(y=df[\"price\"],palette=\"Set1\")\n",
+    "plt.title(\"Car Price Spread\",fontweight=\"black\",pad=20,fontsize=20)\n",
+    "plt.tight_layout()\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "id": "0f079fd2",
+   "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>min</th>\n",
+       "      <th>mean</th>\n",
+       "      <th>median</th>\n",
+       "      <th>max</th>\n",
+       "      <th>std</th>\n",
+       "      <th>skew</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>price</th>\n",
+       "      <td>5118.0</td>\n",
+       "      <td>13276.710571</td>\n",
+       "      <td>10295.0</td>\n",
+       "      <td>45400.0</td>\n",
+       "      <td>7988.852332</td>\n",
+       "      <td>1.777678</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "          min          mean   median      max          std      skew\n",
+       "price  5118.0  13276.710571  10295.0  45400.0  7988.852332  1.777678"
+      ]
+     },
+     "execution_count": 21,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df[\"price\"].agg([\"min\",\"mean\",\"median\",\"max\",\"std\",\"skew\"]).to_frame().T"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6f2d2948",
+   "metadata": {},
+   "source": [
+    "**Insights**\n",
+    "\n",
+    "1.We can clearly observe that our Car Price Feature is Right Skewed.\n",
+    "\n",
+    "2.We can clearly observe that there is a significant difference between mean & median value.\n",
+    "\n",
+    "3.We can also make an insight that most of the car's price is below 14000.\n",
+    "\n",
+    "4.We can also that the skewness of the car price is above 1.5 which means that the data points are highly spread."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "id": "d3d98aae",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1008x432 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# 2.Visualizing Total No. of cars sold by different company\n",
+    "\n",
+    "plt.figure(figsize=(14,6))\n",
+    "counts = df[\"Company Name\"].value_counts()\n",
+    "sns.barplot(x=counts.index, y=counts.values)\n",
+    "plt.xlabel(\"Car Company\")\n",
+    "plt.ylabel(\"Total No. of cars sold\")\n",
+    "plt.title(\"Total Cars produced by Companies\", pad=20, fontweight=\"black\", fontsize=20)\n",
+    "plt.xticks(rotation=90)\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "34d93f82",
+   "metadata": {},
+   "source": [
+    "**Insights**\n",
+    "\n",
+    "1.Toyota company has sold the highest number of cars.\n",
+    "\n",
+    "2.So we can say that Toyota is kind of customers most favoured company.\n",
+    "\n",
+    "3.Nisaan ,Mercury or renault are having very low data-points. So we can't make any inference of least sold car companies."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "762a2fba",
+   "metadata": {},
+   "source": [
+    "**3. Visualizing Car Company w.r.t Price**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "id": "c7edb24e",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1080x432 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.figure(figsize=(15,6))\n",
+    "x = pd.DataFrame(df.groupby(\"Company Name\")[\"price\"].mean().sort_values(ascending=False))\n",
+    "sns.barplot(x=x.index,y=\"price\",data=x) \n",
+    "plt.xticks(rotation=90)\n",
+    "plt.title(\"Car Company vs Average Price\", pad=10, fontweight=\"black\", fontsize=20)\n",
+    "plt.tight_layout()\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "a39bc0c9",
+   "metadata": {},
+   "source": [
+    "**Insights**\n",
+    "\n",
+    "1.Jaguar & buick seems to have the highest price range cars.\n",
+    "\n",
+    "2.Car companies like Nisaan,Renault & Mercury are having only one to two datapoints.\n",
+    "\n",
+    "3.So we can't make any inference related to lowest price range car companies."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "id": "7e757742",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:>"
+      ]
+     },
+     "execution_count": 27,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 864x360 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.figure(figsize = (12,5))\n",
+    "sns.heatmap(df.corr(),annot = True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "id": "06e880c2",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#imp = df[['carwidth','curbweight','enginesize','boreratio','horsepower','highwaympg','wheelbase']]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 32,
+   "id": "534e2845",
+   "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>carwidth</th>\n",
+       "      <th>curbweight</th>\n",
+       "      <th>enginesize</th>\n",
+       "      <th>boreratio</th>\n",
+       "      <th>horsepower</th>\n",
+       "      <th>highwaympg</th>\n",
+       "      <th>wheelbase</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>carwidth</th>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.867032</td>\n",
+       "      <td>0.735433</td>\n",
+       "      <td>0.559150</td>\n",
+       "      <td>0.640732</td>\n",
+       "      <td>-0.677218</td>\n",
+       "      <td>0.795144</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>curbweight</th>\n",
+       "      <td>0.867032</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.850594</td>\n",
+       "      <td>0.648480</td>\n",
+       "      <td>0.750739</td>\n",
+       "      <td>-0.797465</td>\n",
+       "      <td>0.776386</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>enginesize</th>\n",
+       "      <td>0.735433</td>\n",
+       "      <td>0.850594</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.583774</td>\n",
+       "      <td>0.809769</td>\n",
+       "      <td>-0.677470</td>\n",
+       "      <td>0.569329</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>boreratio</th>\n",
+       "      <td>0.559150</td>\n",
+       "      <td>0.648480</td>\n",
+       "      <td>0.583774</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.573677</td>\n",
+       "      <td>-0.587012</td>\n",
+       "      <td>0.488750</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>horsepower</th>\n",
+       "      <td>0.640732</td>\n",
+       "      <td>0.750739</td>\n",
+       "      <td>0.809769</td>\n",
+       "      <td>0.573677</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>-0.770544</td>\n",
+       "      <td>0.353294</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>highwaympg</th>\n",
+       "      <td>-0.677218</td>\n",
+       "      <td>-0.797465</td>\n",
+       "      <td>-0.677470</td>\n",
+       "      <td>-0.587012</td>\n",
+       "      <td>-0.770544</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>-0.544082</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>wheelbase</th>\n",
+       "      <td>0.795144</td>\n",
+       "      <td>0.776386</td>\n",
+       "      <td>0.569329</td>\n",
+       "      <td>0.488750</td>\n",
+       "      <td>0.353294</td>\n",
+       "      <td>-0.544082</td>\n",
+       "      <td>1.000000</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "            carwidth  curbweight  enginesize  boreratio  horsepower  \\\n",
+       "carwidth    1.000000    0.867032    0.735433   0.559150    0.640732   \n",
+       "curbweight  0.867032    1.000000    0.850594   0.648480    0.750739   \n",
+       "enginesize  0.735433    0.850594    1.000000   0.583774    0.809769   \n",
+       "boreratio   0.559150    0.648480    0.583774   1.000000    0.573677   \n",
+       "horsepower  0.640732    0.750739    0.809769   0.573677    1.000000   \n",
+       "highwaympg -0.677218   -0.797465   -0.677470  -0.587012   -0.770544   \n",
+       "wheelbase   0.795144    0.776386    0.569329   0.488750    0.353294   \n",
+       "\n",
+       "            highwaympg  wheelbase  \n",
+       "carwidth     -0.677218   0.795144  \n",
+       "curbweight   -0.797465   0.776386  \n",
+       "enginesize   -0.677470   0.569329  \n",
+       "boreratio    -0.587012   0.488750  \n",
+       "horsepower   -0.770544   0.353294  \n",
+       "highwaympg    1.000000  -0.544082  \n",
+       "wheelbase    -0.544082   1.000000  "
+      ]
+     },
+     "execution_count": 32,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "#imp.corr()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "5e6bdc0c",
+   "metadata": {},
+   "source": [
+    "**Creating new DataFrame with all the useful Features**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 34,
+   "id": "a2709952",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "new_df = df[['fueltype','aspiration','doornumber','carbody','drivewheel','enginetype','cylindernumber','fuelsystem'\n",
+    "             ,'wheelbase','carlength','carwidth','curbweight','enginesize','boreratio','horsepower','citympg','highwaympg',\n",
+    "             'price']]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 35,
+   "id": "9bed80d4",
+   "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>fueltype</th>\n",
+       "      <th>aspiration</th>\n",
+       "      <th>doornumber</th>\n",
+       "      <th>carbody</th>\n",
+       "      <th>drivewheel</th>\n",
+       "      <th>enginetype</th>\n",
+       "      <th>cylindernumber</th>\n",
+       "      <th>fuelsystem</th>\n",
+       "      <th>wheelbase</th>\n",
+       "      <th>carlength</th>\n",
+       "      <th>carwidth</th>\n",
+       "      <th>curbweight</th>\n",
+       "      <th>enginesize</th>\n",
+       "      <th>boreratio</th>\n",
+       "      <th>horsepower</th>\n",
+       "      <th>citympg</th>\n",
+       "      <th>highwaympg</th>\n",
+       "      <th>price</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>two</td>\n",
+       "      <td>convertible</td>\n",
+       "      <td>rwd</td>\n",
+       "      <td>dohc</td>\n",
+       "      <td>four</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>88.6</td>\n",
+       "      <td>168.8</td>\n",
+       "      <td>64.1</td>\n",
+       "      <td>2548</td>\n",
+       "      <td>130</td>\n",
+       "      <td>3.47</td>\n",
+       "      <td>111</td>\n",
+       "      <td>21</td>\n",
+       "      <td>27</td>\n",
+       "      <td>13495.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>two</td>\n",
+       "      <td>convertible</td>\n",
+       "      <td>rwd</td>\n",
+       "      <td>dohc</td>\n",
+       "      <td>four</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>88.6</td>\n",
+       "      <td>168.8</td>\n",
+       "      <td>64.1</td>\n",
+       "      <td>2548</td>\n",
+       "      <td>130</td>\n",
+       "      <td>3.47</td>\n",
+       "      <td>111</td>\n",
+       "      <td>21</td>\n",
+       "      <td>27</td>\n",
+       "      <td>16500.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>two</td>\n",
+       "      <td>hatchback</td>\n",
+       "      <td>rwd</td>\n",
+       "      <td>ohcv</td>\n",
+       "      <td>six</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>94.5</td>\n",
+       "      <td>171.2</td>\n",
+       "      <td>65.5</td>\n",
+       "      <td>2823</td>\n",
+       "      <td>152</td>\n",
+       "      <td>2.68</td>\n",
+       "      <td>154</td>\n",
+       "      <td>19</td>\n",
+       "      <td>26</td>\n",
+       "      <td>16500.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>four</td>\n",
+       "      <td>sedan</td>\n",
+       "      <td>fwd</td>\n",
+       "      <td>ohc</td>\n",
+       "      <td>four</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>99.8</td>\n",
+       "      <td>176.6</td>\n",
+       "      <td>66.2</td>\n",
+       "      <td>2337</td>\n",
+       "      <td>109</td>\n",
+       "      <td>3.19</td>\n",
+       "      <td>102</td>\n",
+       "      <td>24</td>\n",
+       "      <td>30</td>\n",
+       "      <td>13950.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>gas</td>\n",
+       "      <td>std</td>\n",
+       "      <td>four</td>\n",
+       "      <td>sedan</td>\n",
+       "      <td>4wd</td>\n",
+       "      <td>ohc</td>\n",
+       "      <td>five</td>\n",
+       "      <td>mpfi</td>\n",
+       "      <td>99.4</td>\n",
+       "      <td>176.6</td>\n",
+       "      <td>66.4</td>\n",
+       "      <td>2824</td>\n",
+       "      <td>136</td>\n",
+       "      <td>3.19</td>\n",
+       "      <td>115</td>\n",
+       "      <td>18</td>\n",
+       "      <td>22</td>\n",
+       "      <td>17450.0</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "  fueltype aspiration doornumber      carbody drivewheel enginetype  \\\n",
+       "0      gas        std        two  convertible        rwd       dohc   \n",
+       "1      gas        std        two  convertible        rwd       dohc   \n",
+       "2      gas        std        two    hatchback        rwd       ohcv   \n",
+       "3      gas        std       four        sedan        fwd        ohc   \n",
+       "4      gas        std       four        sedan        4wd        ohc   \n",
+       "\n",
+       "  cylindernumber fuelsystem  wheelbase  carlength  carwidth  curbweight  \\\n",
+       "0           four       mpfi       88.6      168.8      64.1        2548   \n",
+       "1           four       mpfi       88.6      168.8      64.1        2548   \n",
+       "2            six       mpfi       94.5      171.2      65.5        2823   \n",
+       "3           four       mpfi       99.8      176.6      66.2        2337   \n",
+       "4           five       mpfi       99.4      176.6      66.4        2824   \n",
+       "\n",
+       "   enginesize  boreratio  horsepower  citympg  highwaympg    price  \n",
+       "0         130       3.47         111       21          27  13495.0  \n",
+       "1         130       3.47         111       21          27  16500.0  \n",
+       "2         152       2.68         154       19          26  16500.0  \n",
+       "3         109       3.19         102       24          30  13950.0  \n",
+       "4         136       3.19         115       18          22  17450.0  "
+      ]
+     },
+     "execution_count": 35,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "new_df.head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7b7ee1ee",
+   "metadata": {},
+   "source": [
+    "**Creating Dummies Variables for all the Categorical Features**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
+   "id": "88d1a034",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "new_df = pd.get_dummies(columns=[\"fueltype\",\"aspiration\",\"doornumber\",\"carbody\",\"drivewheel\",\"enginetype\",\n",
+    "                                \"cylindernumber\",\"fuelsystem\"],data=new_df)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 37,
+   "id": "ce91162f",
+   "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>wheelbase</th>\n",
+       "      <th>carlength</th>\n",
+       "      <th>carwidth</th>\n",
+       "      <th>curbweight</th>\n",
+       "      <th>enginesize</th>\n",
+       "      <th>boreratio</th>\n",
+       "      <th>horsepower</th>\n",
+       "      <th>citympg</th>\n",
+       "      <th>highwaympg</th>\n",
+       "      <th>price</th>\n",
+       "      <th>...</th>\n",
+       "      <th>cylindernumber_twelve</th>\n",
+       "      <th>cylindernumber_two</th>\n",
+       "      <th>fuelsystem_1bbl</th>\n",
+       "      <th>fuelsystem_2bbl</th>\n",
+       "      <th>fuelsystem_4bbl</th>\n",
+       "      <th>fuelsystem_idi</th>\n",
+       "      <th>fuelsystem_mfi</th>\n",
+       "      <th>fuelsystem_mpfi</th>\n",
+       "      <th>fuelsystem_spdi</th>\n",
+       "      <th>fuelsystem_spfi</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>88.6</td>\n",
+       "      <td>168.8</td>\n",
+       "      <td>64.1</td>\n",
+       "      <td>2548</td>\n",
+       "      <td>130</td>\n",
+       "      <td>3.47</td>\n",
+       "      <td>111</td>\n",
+       "      <td>21</td>\n",
+       "      <td>27</td>\n",
+       "      <td>13495.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>88.6</td>\n",
+       "      <td>168.8</td>\n",
+       "      <td>64.1</td>\n",
+       "      <td>2548</td>\n",
+       "      <td>130</td>\n",
+       "      <td>3.47</td>\n",
+       "      <td>111</td>\n",
+       "      <td>21</td>\n",
+       "      <td>27</td>\n",
+       "      <td>16500.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>94.5</td>\n",
+       "      <td>171.2</td>\n",
+       "      <td>65.5</td>\n",
+       "      <td>2823</td>\n",
+       "      <td>152</td>\n",
+       "      <td>2.68</td>\n",
+       "      <td>154</td>\n",
+       "      <td>19</td>\n",
+       "      <td>26</td>\n",
+       "      <td>16500.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>99.8</td>\n",
+       "      <td>176.6</td>\n",
+       "      <td>66.2</td>\n",
+       "      <td>2337</td>\n",
+       "      <td>109</td>\n",
+       "      <td>3.19</td>\n",
+       "      <td>102</td>\n",
+       "      <td>24</td>\n",
+       "      <td>30</td>\n",
+       "      <td>13950.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>99.4</td>\n",
+       "      <td>176.6</td>\n",
+       "      <td>66.4</td>\n",
+       "      <td>2824</td>\n",
+       "      <td>136</td>\n",
+       "      <td>3.19</td>\n",
+       "      <td>115</td>\n",
+       "      <td>18</td>\n",
+       "      <td>22</td>\n",
+       "      <td>17450.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>5 rows × 46 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   wheelbase  carlength  carwidth  curbweight  enginesize  boreratio  \\\n",
+       "0       88.6      168.8      64.1        2548         130       3.47   \n",
+       "1       88.6      168.8      64.1        2548         130       3.47   \n",
+       "2       94.5      171.2      65.5        2823         152       2.68   \n",
+       "3       99.8      176.6      66.2        2337         109       3.19   \n",
+       "4       99.4      176.6      66.4        2824         136       3.19   \n",
+       "\n",
+       "   horsepower  citympg  highwaympg    price  ...  cylindernumber_twelve  \\\n",
+       "0         111       21          27  13495.0  ...                      0   \n",
+       "1         111       21          27  16500.0  ...                      0   \n",
+       "2         154       19          26  16500.0  ...                      0   \n",
+       "3         102       24          30  13950.0  ...                      0   \n",
+       "4         115       18          22  17450.0  ...                      0   \n",
+       "\n",
+       "   cylindernumber_two  fuelsystem_1bbl  fuelsystem_2bbl  fuelsystem_4bbl  \\\n",
+       "0                   0                0                0                0   \n",
+       "1                   0                0                0                0   \n",
+       "2                   0                0                0                0   \n",
+       "3                   0                0                0                0   \n",
+       "4                   0                0                0                0   \n",
+       "\n",
+       "   fuelsystem_idi  fuelsystem_mfi  fuelsystem_mpfi  fuelsystem_spdi  \\\n",
+       "0               0               0                1                0   \n",
+       "1               0               0                1                0   \n",
+       "2               0               0                1                0   \n",
+       "3               0               0                1                0   \n",
+       "4               0               0                1                0   \n",
+       "\n",
+       "   fuelsystem_spfi  \n",
+       "0                0  \n",
+       "1                0  \n",
+       "2                0  \n",
+       "3                0  \n",
+       "4                0  \n",
+       "\n",
+       "[5 rows x 46 columns]"
+      ]
+     },
+     "execution_count": 37,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "new_df.head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "73557d1b",
+   "metadata": {},
+   "source": [
+    "**Feature Scaling of Numerical Data**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 39,
+   "id": "3ba40920",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from sklearn.model_selection import train_test_split\n",
+    "from sklearn.metrics import r2_score\n",
+    "from sklearn.preprocessing import StandardScaler"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 40,
+   "id": "d2b0c1a8",
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [],
+   "source": [
+    "scaler = StandardScaler()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 41,
+   "id": "cff7f083",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "num_cols = ['wheelbase','carlength','carwidth','curbweight','enginesize','boreratio','horsepower',\n",
+    "            'citympg','highwaympg']\n",
+    "\n",
+    "new_df[num_cols] = scaler.fit_transform(new_df[num_cols])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 42,
+   "id": "9a402b83",
+   "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>wheelbase</th>\n",
+       "      <th>carlength</th>\n",
+       "      <th>carwidth</th>\n",
+       "      <th>curbweight</th>\n",
+       "      <th>enginesize</th>\n",
+       "      <th>boreratio</th>\n",
+       "      <th>horsepower</th>\n",
+       "      <th>citympg</th>\n",
+       "      <th>highwaympg</th>\n",
+       "      <th>price</th>\n",
+       "      <th>...</th>\n",
+       "      <th>cylindernumber_twelve</th>\n",
+       "      <th>cylindernumber_two</th>\n",
+       "      <th>fuelsystem_1bbl</th>\n",
+       "      <th>fuelsystem_2bbl</th>\n",
+       "      <th>fuelsystem_4bbl</th>\n",
+       "      <th>fuelsystem_idi</th>\n",
+       "      <th>fuelsystem_mfi</th>\n",
+       "      <th>fuelsystem_mpfi</th>\n",
+       "      <th>fuelsystem_spdi</th>\n",
+       "      <th>fuelsystem_spfi</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>-1.690772</td>\n",
+       "      <td>-0.426521</td>\n",
+       "      <td>-0.844782</td>\n",
+       "      <td>-0.014566</td>\n",
+       "      <td>0.074449</td>\n",
+       "      <td>0.519071</td>\n",
+       "      <td>0.174483</td>\n",
+       "      <td>-0.646553</td>\n",
+       "      <td>-0.546059</td>\n",
+       "      <td>13495.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>-1.690772</td>\n",
+       "      <td>-0.426521</td>\n",
+       "      <td>-0.844782</td>\n",
+       "      <td>-0.014566</td>\n",
+       "      <td>0.074449</td>\n",
+       "      <td>0.519071</td>\n",
+       "      <td>0.174483</td>\n",
+       "      <td>-0.646553</td>\n",
+       "      <td>-0.546059</td>\n",
+       "      <td>16500.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>-0.708596</td>\n",
+       "      <td>-0.231513</td>\n",
+       "      <td>-0.190566</td>\n",
+       "      <td>0.514882</td>\n",
+       "      <td>0.604046</td>\n",
+       "      <td>-2.404880</td>\n",
+       "      <td>1.264536</td>\n",
+       "      <td>-0.953012</td>\n",
+       "      <td>-0.691627</td>\n",
+       "      <td>16500.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>0.173698</td>\n",
+       "      <td>0.207256</td>\n",
+       "      <td>0.136542</td>\n",
+       "      <td>-0.420797</td>\n",
+       "      <td>-0.431076</td>\n",
+       "      <td>-0.517266</td>\n",
+       "      <td>-0.053668</td>\n",
+       "      <td>-0.186865</td>\n",
+       "      <td>-0.109354</td>\n",
+       "      <td>13950.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>0.107110</td>\n",
+       "      <td>0.207256</td>\n",
+       "      <td>0.230001</td>\n",
+       "      <td>0.516807</td>\n",
+       "      <td>0.218885</td>\n",
+       "      <td>-0.517266</td>\n",
+       "      <td>0.275883</td>\n",
+       "      <td>-1.106241</td>\n",
+       "      <td>-1.273900</td>\n",
+       "      <td>17450.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>5 rows × 46 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   wheelbase  carlength  carwidth  curbweight  enginesize  boreratio  \\\n",
+       "0  -1.690772  -0.426521 -0.844782   -0.014566    0.074449   0.519071   \n",
+       "1  -1.690772  -0.426521 -0.844782   -0.014566    0.074449   0.519071   \n",
+       "2  -0.708596  -0.231513 -0.190566    0.514882    0.604046  -2.404880   \n",
+       "3   0.173698   0.207256  0.136542   -0.420797   -0.431076  -0.517266   \n",
+       "4   0.107110   0.207256  0.230001    0.516807    0.218885  -0.517266   \n",
+       "\n",
+       "   horsepower   citympg  highwaympg    price  ...  cylindernumber_twelve  \\\n",
+       "0    0.174483 -0.646553   -0.546059  13495.0  ...                      0   \n",
+       "1    0.174483 -0.646553   -0.546059  16500.0  ...                      0   \n",
+       "2    1.264536 -0.953012   -0.691627  16500.0  ...                      0   \n",
+       "3   -0.053668 -0.186865   -0.109354  13950.0  ...                      0   \n",
+       "4    0.275883 -1.106241   -1.273900  17450.0  ...                      0   \n",
+       "\n",
+       "   cylindernumber_two  fuelsystem_1bbl  fuelsystem_2bbl  fuelsystem_4bbl  \\\n",
+       "0                   0                0                0                0   \n",
+       "1                   0                0                0                0   \n",
+       "2                   0                0                0                0   \n",
+       "3                   0                0                0                0   \n",
+       "4                   0                0                0                0   \n",
+       "\n",
+       "   fuelsystem_idi  fuelsystem_mfi  fuelsystem_mpfi  fuelsystem_spdi  \\\n",
+       "0               0               0                1                0   \n",
+       "1               0               0                1                0   \n",
+       "2               0               0                1                0   \n",
+       "3               0               0                1                0   \n",
+       "4               0               0                1                0   \n",
+       "\n",
+       "   fuelsystem_spfi  \n",
+       "0                0  \n",
+       "1                0  \n",
+       "2                0  \n",
+       "3                0  \n",
+       "4                0  \n",
+       "\n",
+       "[5 rows x 46 columns]"
+      ]
+     },
+     "execution_count": 42,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "new_df.head()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 43,
+   "id": "65052c2e",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "x = new_df.drop(columns=[\"price\"])\n",
+    "y = new_df[\"price\"]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 44,
+   "id": "8a107da6",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(205, 45)"
+      ]
+     },
+     "execution_count": 44,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "x.shape"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 45,
+   "id": "607a4178",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(205,)"
+      ]
+     },
+     "execution_count": 45,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "y.shape"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 46,
+   "id": "0c1f569e",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "x_train,x_test,y_train,y_test=train_test_split(x,y,test_size=0.2,random_state=42)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 47,
+   "id": "e196bc64",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "x_train - >   (164, 45)\n",
+      "x_test - >   (41, 45)\n",
+      "y_train - >   (164,)\n",
+      "y_test - >   (41,)\n"
+     ]
+    }
+   ],
+   "source": [
+    "print(\"x_train - >  \",x_train.shape)\n",
+    "print(\"x_test - >  \",x_test.shape)\n",
+    "print(\"y_train - >  \",y_train.shape)\n",
+    "print(\"y_test - >  \",y_test.shape)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 48,
+   "id": "03f686d4",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "training_score = []\n",
+    "testing_score = []"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 49,
+   "id": "ca9e0807",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def model_prediction(model):\n",
+    "    model.fit(x_train,y_train)\n",
+    "    x_train_pred = model.predict(x_train)\n",
+    "    x_test_pred = model.predict(x_test)\n",
+    "    a = r2_score(y_train,x_train_pred)*100\n",
+    "    b = r2_score(y_test,x_test_pred)*100\n",
+    "    training_score.append(a)\n",
+    "    testing_score.append(b)\n",
+    "    \n",
+    "    print(f\"r2_Score of {model} model on Training Data is:\",a)\n",
+    "    print(f\"r2_Score of {model} model on Testing Data is:\",b)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 51,
+   "id": "383b6147",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from sklearn.linear_model import LinearRegression\n",
+    "from sklearn.tree import DecisionTreeRegressor\n",
+    "from sklearn.ensemble import RandomForestRegressor, GradientBoostingRegressor, AdaBoostRegressor"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 52,
+   "id": "ba85e974",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "r2_Score of LinearRegression() model on Training Data is: 92.52761715043437\n",
+      "r2_Score of LinearRegression() model on Testing Data is: 88.66738397403333\n"
+     ]
+    }
+   ],
+   "source": [
+    "model_prediction(LinearRegression())"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 53,
+   "id": "481f0544",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "r2_Score of DecisionTreeRegressor() model on Training Data is: 99.86537119069865\n",
+      "r2_Score of DecisionTreeRegressor() model on Testing Data is: 89.70679620480357\n"
+     ]
+    }
+   ],
+   "source": [
+    "model_prediction(DecisionTreeRegressor())"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 54,
+   "id": "6acda184",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "r2_Score of RandomForestRegressor() model on Training Data is: 98.41546443051139\n",
+      "r2_Score of RandomForestRegressor() model on Testing Data is: 95.72983952179216\n"
+     ]
+    }
+   ],
+   "source": [
+    "model_prediction(RandomForestRegressor())"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 55,
+   "id": "4c21b197",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "models = [\"Linear Regression\",\"Decision Tree\",\"Random Forest\"]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 56,
+   "id": "156059e7",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "final_df = pd.DataFrame({\"Algorithms\":models,\n",
+    "                   \"Training Score\":training_score,\n",
+    "                   \"Testing Score\":testing_score})"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 57,
+   "id": "49433f82",
+   "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>Algorithms</th>\n",
+       "      <th>Training Score</th>\n",
+       "      <th>Testing Score</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>Linear Regression</td>\n",
+       "      <td>92.527617</td>\n",
+       "      <td>88.667384</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>Decision Tree</td>\n",
+       "      <td>99.865371</td>\n",
+       "      <td>89.706796</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>Random Forest</td>\n",
+       "      <td>98.415464</td>\n",
+       "      <td>95.729840</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "          Algorithms  Training Score  Testing Score\n",
+       "0  Linear Regression       92.527617      88.667384\n",
+       "1      Decision Tree       99.865371      89.706796\n",
+       "2      Random Forest       98.415464      95.729840"
+      ]
+     },
+     "execution_count": 57,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "final_df"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 66,
+   "id": "ee2ba84b",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1152x432 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "final_df.plot(x=\"Algorithms\",y=[\"Training Score\",\"Testing Score\"], figsize=(16,6),kind=\"bar\",\n",
+    "        title=\"Performance Visualization of Different Models\")\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "52b893f5",
+   "metadata": {},
+   "source": [
+    "**Observation**\n",
+    "\n",
+    "**Highest performance was give by Random Forest Model around 96%**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "869d5456",
+   "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
+}