{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "e9fe626d",
   "metadata": {},
   "source": [
    "## <font color='purple'> About the Data: </font>\n",
    "\n",
    "A Business consulting start-up intends analyzing the marketing effort for the previous quarter. \n",
    "\n",
    "This will help:\n",
    "- with an understanding of the correlation between marketing costs and sales generation. \n",
    "- the tech start-up allocate its marketing budget more resourcefully\n",
    "- identify which marketing channel is the least or most effective\n",
    "- generate coefficient values that can be used to predict generated sales from each of the marketing efforts."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "id": "aefaffc1",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "id": "c1ef448a",
   "metadata": {},
   "outputs": [],
   "source": [
    "Ad_data = pd. read_csv(r\"C:\\Users\\Teni\\Desktop\\Git-Github\\Datasets\\Linear Regression\\Advertising.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "id": "376b84c4",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Instagram</th>\n",
       "      <th>Youtube</th>\n",
       "      <th>Podcasts</th>\n",
       "      <th>generated_sales</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>230.1</td>\n",
       "      <td>37.8</td>\n",
       "      <td>69.2</td>\n",
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       "      <th>1</th>\n",
       "      <td>44.5</td>\n",
       "      <td>39.3</td>\n",
       "      <td>45.1</td>\n",
       "      <td>10.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>17.2</td>\n",
       "      <td>45.9</td>\n",
       "      <td>69.3</td>\n",
       "      <td>9.3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>151.5</td>\n",
       "      <td>41.3</td>\n",
       "      <td>58.5</td>\n",
       "      <td>18.5</td>\n",
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       "      <th>4</th>\n",
       "      <td>180.8</td>\n",
       "      <td>10.8</td>\n",
       "      <td>58.4</td>\n",
       "      <td>12.9</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   Instagram  Youtube  Podcasts  generated_sales\n",
       "0      230.1     37.8      69.2             22.1\n",
       "1       44.5     39.3      45.1             10.4\n",
       "2       17.2     45.9      69.3              9.3\n",
       "3      151.5     41.3      58.5             18.5\n",
       "4      180.8     10.8      58.4             12.9"
      ]
     },
     "execution_count": 78,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Ad_data.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a00f16a8",
   "metadata": {},
   "source": [
    "**Define my X(feature) and y(label) varables.**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "id": "b9ff8ef3",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Ad_data['total_Ad'] = Ad_data['Instagram'] + Ad_data['Youtube']+Ad_data['Podcasts']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "id": "043b4291",
   "metadata": {},
   "outputs": [
    {
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       "      <th>Instagram</th>\n",
       "      <th>Youtube</th>\n",
       "      <th>Podcasts</th>\n",
       "      <th>generated_sales</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>230.1</td>\n",
       "      <td>37.8</td>\n",
       "      <td>69.2</td>\n",
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       "      <td>17.2</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>151.5</td>\n",
       "      <td>41.3</td>\n",
       "      <td>58.5</td>\n",
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       "      <th>4</th>\n",
       "      <td>180.8</td>\n",
       "      <td>10.8</td>\n",
       "      <td>58.4</td>\n",
       "      <td>12.9</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>195</th>\n",
       "      <td>38.2</td>\n",
       "      <td>3.7</td>\n",
       "      <td>13.8</td>\n",
       "      <td>7.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>196</th>\n",
       "      <td>94.2</td>\n",
       "      <td>4.9</td>\n",
       "      <td>8.1</td>\n",
       "      <td>9.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>197</th>\n",
       "      <td>177.0</td>\n",
       "      <td>9.3</td>\n",
       "      <td>6.4</td>\n",
       "      <td>12.8</td>\n",
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       "    <tr>\n",
       "      <th>198</th>\n",
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       "      <td>42.0</td>\n",
       "      <td>66.2</td>\n",
       "      <td>25.5</td>\n",
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       "    <tr>\n",
       "      <th>199</th>\n",
       "      <td>232.1</td>\n",
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       "      <td>8.7</td>\n",
       "      <td>13.4</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>200 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     Instagram  Youtube  Podcasts  generated_sales\n",
       "0        230.1     37.8      69.2             22.1\n",
       "1         44.5     39.3      45.1             10.4\n",
       "2         17.2     45.9      69.3              9.3\n",
       "3        151.5     41.3      58.5             18.5\n",
       "4        180.8     10.8      58.4             12.9\n",
       "..         ...      ...       ...              ...\n",
       "195       38.2      3.7      13.8              7.6\n",
       "196       94.2      4.9       8.1              9.7\n",
       "197      177.0      9.3       6.4             12.8\n",
       "198      283.6     42.0      66.2             25.5\n",
       "199      232.1      8.6       8.7             13.4\n",
       "\n",
       "[200 rows x 4 columns]"
      ]
     },
     "execution_count": 80,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Ad_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "id": "f9a52f28",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th>Instagram</th>\n",
       "      <th>Youtube</th>\n",
       "      <th>Podcasts</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
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       "      <th>0</th>\n",
       "      <td>230.1</td>\n",
       "      <td>37.8</td>\n",
       "      <td>69.2</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>44.5</td>\n",
       "      <td>39.3</td>\n",
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       "      <th>2</th>\n",
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       "      <th>3</th>\n",
       "      <td>151.5</td>\n",
       "      <td>41.3</td>\n",
       "      <td>58.5</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>180.8</td>\n",
       "      <td>10.8</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
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       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>195</th>\n",
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       "    <tr>\n",
       "      <th>196</th>\n",
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       "    <tr>\n",
       "      <th>198</th>\n",
       "      <td>283.6</td>\n",
       "      <td>42.0</td>\n",
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       "    <tr>\n",
       "      <th>199</th>\n",
       "      <td>232.1</td>\n",
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       "      <td>8.7</td>\n",
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       "  </tbody>\n",
       "</table>\n",
       "<p>200 rows × 3 columns</p>\n",
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      ],
      "text/plain": [
       "     Instagram  Youtube  Podcasts\n",
       "0        230.1     37.8      69.2\n",
       "1         44.5     39.3      45.1\n",
       "2         17.2     45.9      69.3\n",
       "3        151.5     41.3      58.5\n",
       "4        180.8     10.8      58.4\n",
       "..         ...      ...       ...\n",
       "195       38.2      3.7      13.8\n",
       "196       94.2      4.9       8.1\n",
       "197      177.0      9.3       6.4\n",
       "198      283.6     42.0      66.2\n",
       "199      232.1      8.6       8.7\n",
       "\n",
       "[200 rows x 3 columns]"
      ]
     },
     "execution_count": 81,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X = Ad_data.drop('generated_sales', axis=1)\n",
    "X"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "id": "b115d116",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0      22.1\n",
       "1      10.4\n",
       "2       9.3\n",
       "3      18.5\n",
       "4      12.9\n",
       "       ... \n",
       "195     7.6\n",
       "196     9.7\n",
       "197    12.8\n",
       "198    25.5\n",
       "199    13.4\n",
       "Name: generated_sales, Length: 200, dtype: float64"
      ]
     },
     "execution_count": 82,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y = Ad_data['generated_sales']\n",
    "\n",
    "y"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f38de594",
   "metadata": {},
   "source": [
    "**Split the data into our train and test set.**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "id": "ce8988b0",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "id": "187cb841",
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.30, random_state = 101)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "id": "c2920534",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Instagram</th>\n",
       "      <th>Youtube</th>\n",
       "      <th>Podcasts</th>\n",
       "      <th>generated_sales</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
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       "      <th>0</th>\n",
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       "      <td>10.4</td>\n",
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       "      <th>2</th>\n",
       "      <td>17.2</td>\n",
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       "      <td>69.3</td>\n",
       "      <td>9.3</td>\n",
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       "      <th>3</th>\n",
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       "      <td>10.8</td>\n",
       "      <td>58.4</td>\n",
       "      <td>12.9</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
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       "      <th>195</th>\n",
       "      <td>38.2</td>\n",
       "      <td>3.7</td>\n",
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       "      <td>7.6</td>\n",
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       "    <tr>\n",
       "      <th>196</th>\n",
       "      <td>94.2</td>\n",
       "      <td>4.9</td>\n",
       "      <td>8.1</td>\n",
       "      <td>9.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>197</th>\n",
       "      <td>177.0</td>\n",
       "      <td>9.3</td>\n",
       "      <td>6.4</td>\n",
       "      <td>12.8</td>\n",
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       "    <tr>\n",
       "      <th>198</th>\n",
       "      <td>283.6</td>\n",
       "      <td>42.0</td>\n",
       "      <td>66.2</td>\n",
       "      <td>25.5</td>\n",
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       "    <tr>\n",
       "      <th>199</th>\n",
       "      <td>232.1</td>\n",
       "      <td>8.6</td>\n",
       "      <td>8.7</td>\n",
       "      <td>13.4</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>200 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     Instagram  Youtube  Podcasts  generated_sales\n",
       "0        230.1     37.8      69.2             22.1\n",
       "1         44.5     39.3      45.1             10.4\n",
       "2         17.2     45.9      69.3              9.3\n",
       "3        151.5     41.3      58.5             18.5\n",
       "4        180.8     10.8      58.4             12.9\n",
       "..         ...      ...       ...              ...\n",
       "195       38.2      3.7      13.8              7.6\n",
       "196       94.2      4.9       8.1              9.7\n",
       "197      177.0      9.3       6.4             12.8\n",
       "198      283.6     42.0      66.2             25.5\n",
       "199      232.1      8.6       8.7             13.4\n",
       "\n",
       "[200 rows x 4 columns]"
      ]
     },
     "execution_count": 85,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Ad_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "id": "7536ff77",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "140"
      ]
     },
     "execution_count": 86,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(X_train)\n",
    "\n",
    "# This makes up 70% of the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "id": "a6a8a657",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "60"
      ]
     },
     "execution_count": 87,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(X_test)\n",
    "# This makes up 30% of the data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6c6e205f",
   "metadata": {},
   "source": [
    "**Import model**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "id": "e7e714de",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.linear_model import LinearRegression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "id": "59005a18",
   "metadata": {},
   "outputs": [],
   "source": [
    "model = LinearRegression()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "18273b9d",
   "metadata": {},
   "source": [
    "We would only be fitting in our training dataset into the model, and then use the y set to check our well oir data is able to predict accurately"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "id": "36227b5a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "LinearRegression()"
      ]
     },
     "execution_count": 90,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.fit(X_train, y_train)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93ebf3e2",
   "metadata": {},
   "source": [
    "**Test the model to predict**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 188,
   "id": "3292bfeb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([15.74131332, 19.61062568, 11.44888935, 17.00819787,  9.17285676,\n",
       "        7.01248287, 20.28992463, 17.29953992,  9.77584467, 19.22194224,\n",
       "       12.40503154, 13.89234998, 13.72541098, 21.28794031, 18.42456638,\n",
       "        9.98198406, 15.55228966,  7.68913693,  7.55614992, 20.40311209,\n",
       "        7.79215204, 18.24214098, 24.68631904, 22.82199068,  7.97962085,\n",
       "       12.65207264, 21.46925937,  8.05228573, 12.42315981, 12.50719678,\n",
       "       10.77757812, 19.24460093, 10.070269  ,  6.70779999, 17.31492147,\n",
       "        7.76764327,  9.25393336,  8.27834697, 10.58105585, 10.63591128,\n",
       "       13.01002595,  9.77192057, 10.21469861,  8.04572042, 11.5671075 ,\n",
       "       10.08368001,  8.99806574, 16.25388914, 13.23942315, 20.81493419,\n",
       "       12.49727439, 13.96615898, 17.56285075, 11.14537013, 12.56261468,\n",
       "        5.50870279, 23.29465134, 12.62409688, 18.77399978, 15.18785675])"
      ]
     },
     "execution_count": 188,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "test_predictions = model.predict(X_test)\n",
    "\n",
    "test_predictions "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "id": "18b6d000",
   "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>Instagram</th>\n",
       "      <th>Youtube</th>\n",
       "      <th>Podcasts</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>74.7</td>\n",
       "      <td>49.4</td>\n",
       "      <td>45.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>109</th>\n",
       "      <td>255.4</td>\n",
       "      <td>26.9</td>\n",
       "      <td>5.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>31</th>\n",
       "      <td>112.9</td>\n",
       "      <td>17.4</td>\n",
       "      <td>38.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>89</th>\n",
       "      <td>109.8</td>\n",
       "      <td>47.8</td>\n",
       "      <td>51.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>66</th>\n",
       "      <td>31.5</td>\n",
       "      <td>24.6</td>\n",
       "      <td>2.2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     Instagram  Youtube  Podcasts\n",
       "37        74.7     49.4      45.7\n",
       "109      255.4     26.9       5.5\n",
       "31       112.9     17.4      38.6\n",
       "89       109.8     47.8      51.4\n",
       "66        31.5     24.6       2.2"
      ]
     },
     "execution_count": 100,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X_test.head(5)\n",
    "\n",
    "# The test data represents data our model has not seen. So, we check the first 5 test independent indexes of our test dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 101,
   "id": "3547297f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "37     14.7\n",
       "109    19.8\n",
       "31     11.9\n",
       "89     16.7\n",
       "66      9.5\n",
       "Name: generated_sales, dtype: float64"
      ]
     },
     "execution_count": 101,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y_test.head(5)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b38d81b9",
   "metadata": {},
   "source": [
    "**Check the performance of our Model**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "id": "e878bfde",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.metrics import mean_squared_error, mean_absolute_error"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "id": "9ed8abbc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "14.022500000000003"
      ]
     },
     "execution_count": 95,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Ad_data['generated_sales'].mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 96,
   "id": "1745bc66",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='generated_sales', ylabel='Count'>"
      ]
     },
     "execution_count": 96,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.histplot(data=Ad_data,x='generated_sales', bins=20)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 102,
   "id": "c557f711",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1.213745773614481"
      ]
     },
     "execution_count": 102,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mean_absolute_error(y_test, test_predictions)\n",
    "\n",
    "# This is an ideal low MAE- which indicates the variance between our predicted value and the real value is low"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "id": "e8da9031",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1.516151937599388"
      ]
     },
     "execution_count": 103,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.sqrt(mean_squared_error(y_test, test_predictions))\n",
    "\n",
    "# This is an ideal low RMSE- which indicates the variance between our predicted value and the real value is low"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2288fb6b",
   "metadata": {},
   "source": [
    "**Residual Plot**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 107,
   "id": "c259d293",
   "metadata": {},
   "outputs": [],
   "source": [
    "residuals = y_test - test_predictions\n",
    "\n",
    "# The lower the residual, the higher the confidence in our model. An ideal residual value is 0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 106,
   "id": "ed2cb6a5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "37    -1.041313\n",
       "109    0.189374\n",
       "31     0.451111\n",
       "89    -0.308198\n",
       "66     0.327143\n",
       "119   -0.412483\n",
       "54    -0.089925\n",
       "74    -0.299540\n",
       "145    0.524155\n",
       "142    0.878058\n",
       "148   -1.505032\n",
       "112    0.207650\n",
       "174   -2.225411\n",
       "55     2.412060\n",
       "141    0.775434\n",
       "149    0.118016\n",
       "25    -3.552290\n",
       "34     1.810863\n",
       "170    0.843850\n",
       "39     1.096888\n",
       "172   -0.192152\n",
       "153    0.757859\n",
       "175    2.313681\n",
       "61     1.378009\n",
       "65     1.320379\n",
       "50    -1.252073\n",
       "42    -0.769259\n",
       "129    1.647714\n",
       "179    0.176840\n",
       "2     -3.207197\n",
       "12    -1.577578\n",
       "133    0.355399\n",
       "90     1.129731\n",
       "22    -1.107800\n",
       "41    -0.214921\n",
       "32     1.832357\n",
       "125    1.346067\n",
       "196    1.421653\n",
       "158   -3.281056\n",
       "180   -0.135911\n",
       "16    -0.510026\n",
       "186    0.528079\n",
       "144    1.185301\n",
       "121   -1.045720\n",
       "80     0.232893\n",
       "18     1.216320\n",
       "78    -3.698066\n",
       "48    -1.453889\n",
       "4     -0.339423\n",
       "15     1.585066\n",
       "1     -2.097274\n",
       "43    -1.066159\n",
       "102   -2.762851\n",
       "164    0.754630\n",
       "9     -1.962615\n",
       "155   -2.308703\n",
       "36     2.105349\n",
       "190   -1.824097\n",
       "33    -1.374000\n",
       "45    -0.287857\n",
       "Name: generated_sales, dtype: float64"
      ]
     },
     "execution_count": 106,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "residuals\n",
    "\n",
    "# the residuals below arethose values with -1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 193,
   "id": "cdc7256e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.scatterplot(x=y_test, y=residuals)\n",
    "plt.axhline(y=0, color='red');"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4467bc34",
   "metadata": {},
   "source": [
    "**From the above**:\n",
    "\n",
    "- The datapoints are heteroskedaticity (well-disperesed around the 0 line)\n",
    "- This indicates no pattern or trend in the resideuals (the variance between the y_test and the test_predictions)\n",
    "- If there was a homoskedaticity, we would then have to review the dataset or the model used for the dataset.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 196,
   "id": "522f4fa6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.displot(residuals, bins = 25, kde=True);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ad83a9e7",
   "metadata": {},
   "source": [
    "**From the above**:\n",
    "\n",
    "- Our data is well skewed around 0. Indicates our model is quite reliable"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "365ecf4b",
   "metadata": {},
   "source": [
    "**To deploy the model**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 197,
   "id": "ce26ecda",
   "metadata": {},
   "outputs": [],
   "source": [
    "final_model = LinearRegression()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 198,
   "id": "cdd80c33",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "LinearRegression()"
      ]
     },
     "execution_count": 198,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "final_model.fit(X, y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 200,
   "id": "73bb3c80",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 0.04576465,  0.18853002, -0.00103749])"
      ]
     },
     "execution_count": 200,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "final_model.coef_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 201,
   "id": "9d735cb1",
   "metadata": {},
   "outputs": [],
   "source": [
    "y_pred = final_model.predict(X)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 222,
   "id": "1dd8bcb1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 3200x1200 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(nrows=1, ncols=3, figsize=(16,6),dpi=200)\n",
    "\n",
    "axes[0].plot(Ad_data['Instagram'], Ad_data['generated_sales'], 'o')\n",
    "axes[0].plot(Ad_data['Instagram'], y_pred, 'o', color='red')\n",
    "axes[0].set_ylabel('Sales')\n",
    "axes[0].set_title('Instagram Spend')\n",
    "\n",
    "axes[1].plot(Ad_data['Youtube'], Ad_data['generated_sales'], 'o')\n",
    "axes[1].plot(Ad_data['Youtube'], y_pred, 'o', color='red')\n",
    "axes[1].set_ylabel('Sales')\n",
    "axes[1].set_title('Youtube Spend')\n",
    "\n",
    "axes[2].plot(Ad_data['Podcasts'], Ad_data['generated_sales'], 'o')\n",
    "axes[2].plot(Ad_data['Podcasts'], y_pred, 'o', color='red')\n",
    "axes[2].set_ylabel('Sales')\n",
    "axes[2].set_title('Podcast Spend')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "badb9f96",
   "metadata": {},
   "source": [
    "**From the above**:\n",
    "\n",
    "- The graph shows our predictions (in red) are close with the true values (in blue)\n",
    "- Instagram Ads have a positive relationship with sales\n",
    "- Youtube also has a positive relationship woth sales\n",
    "- There is no relationship between newspaper and sales"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a9c20184",
   "metadata": {},
   "source": [
    "**Model Deployment/Save**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 224,
   "id": "bdec0a2a",
   "metadata": {},
   "outputs": [],
   "source": [
    "from joblib import dump,load"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 226,
   "id": "88cda65b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['final_sales_model.joblib']"
      ]
     },
     "execution_count": 226,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dump(final_model, 'final_sales_model.joblib')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 227,
   "id": "f2256d33",
   "metadata": {},
   "outputs": [],
   "source": [
    "loaded_model = load('final_sales_model.joblib')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 228,
   "id": "549eb0b5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 0.04576465,  0.18853002, -0.00103749])"
      ]
     },
     "execution_count": 228,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "loaded_model.coef_"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6e35ffe",
   "metadata": {},
   "source": [
    "**Applying our model to a marketing business case**\n",
    "\n",
    "With an Ad budget of 220 on Instagram, 180 on Youtube and 100 on Podcast; predict the sales value"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 237,
   "id": "cbcfaccc",
   "metadata": {},
   "outputs": [],
   "source": [
    "campaign = [[220, 180, 100]]\n",
    "\n",
    "# The shape of the campaign has to match the sahe of the Ad_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 238,
   "id": "f7dcb5b9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(200, 3)"
      ]
     },
     "execution_count": 238,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 239,
   "id": "e71a427c",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\Teni\\anaconda3\\lib\\site-packages\\sklearn\\base.py:450: UserWarning: X does not have valid feature names, but LinearRegression was fitted with feature names\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "array([46.83876511])"
      ]
     },
     "execution_count": 239,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "loaded_model.predict(campaign)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cb866c5f",
   "metadata": {},
   "source": [
    "To sum it up, by using the calculated coefficients, the startup can predict its sales and see how each marketing effort affects sales. Interestingly, it appears that Podcasts have the smallest impact on sales."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9d80830b",
   "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": "3.9.13"
  }
 },
 "nbformat": 4,
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}