Amazon-ebook-Analysis.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np # linear algebra\n",
    "import pandas as pd # data processing, CSV file I/O\n",
    "import matplotlib.pyplot as plt \n",
    "import seaborn as sns "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "    .dataframe tbody tr th {\n",
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       "    }\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>Name</th>\n",
       "      <th>Author</th>\n",
       "      <th>User Rating</th>\n",
       "      <th>Reviews</th>\n",
       "      <th>Price</th>\n",
       "      <th>Year</th>\n",
       "      <th>Genre</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>10-Day Green Smoothie Cleanse</td>\n",
       "      <td>JJ Smith</td>\n",
       "      <td>4.7</td>\n",
       "      <td>17350</td>\n",
       "      <td>8</td>\n",
       "      <td>2016</td>\n",
       "      <td>Non Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>11/22/63: A Novel</td>\n",
       "      <td>Stephen King</td>\n",
       "      <td>4.6</td>\n",
       "      <td>2052</td>\n",
       "      <td>22</td>\n",
       "      <td>2011</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>12 Rules for Life: An Antidote to Chaos</td>\n",
       "      <td>Jordan B. Peterson</td>\n",
       "      <td>4.7</td>\n",
       "      <td>18979</td>\n",
       "      <td>15</td>\n",
       "      <td>2018</td>\n",
       "      <td>Non Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1984 (Signet Classics)</td>\n",
       "      <td>George Orwell</td>\n",
       "      <td>4.7</td>\n",
       "      <td>21424</td>\n",
       "      <td>6</td>\n",
       "      <td>2017</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5,000 Awesome Facts (About Everything!) (Natio...</td>\n",
       "      <td>National Geographic Kids</td>\n",
       "      <td>4.8</td>\n",
       "      <td>7665</td>\n",
       "      <td>12</td>\n",
       "      <td>2019</td>\n",
       "      <td>Non Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>A Dance with Dragons (A Song of Ice and Fire)</td>\n",
       "      <td>George R. R. Martin</td>\n",
       "      <td>4.4</td>\n",
       "      <td>12643</td>\n",
       "      <td>11</td>\n",
       "      <td>2011</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>A Game of Thrones / A Clash of Kings / A Storm...</td>\n",
       "      <td>George R. R. Martin</td>\n",
       "      <td>4.7</td>\n",
       "      <td>19735</td>\n",
       "      <td>30</td>\n",
       "      <td>2014</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>A Gentleman in Moscow: A Novel</td>\n",
       "      <td>Amor Towles</td>\n",
       "      <td>4.7</td>\n",
       "      <td>19699</td>\n",
       "      <td>15</td>\n",
       "      <td>2017</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>A Higher Loyalty: Truth, Lies, and Leadership</td>\n",
       "      <td>James Comey</td>\n",
       "      <td>4.7</td>\n",
       "      <td>5983</td>\n",
       "      <td>3</td>\n",
       "      <td>2018</td>\n",
       "      <td>Non Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>A Man Called Ove: A Novel</td>\n",
       "      <td>Fredrik Backman</td>\n",
       "      <td>4.6</td>\n",
       "      <td>23848</td>\n",
       "      <td>8</td>\n",
       "      <td>2016</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                Name  \\\n",
       "0                      10-Day Green Smoothie Cleanse   \n",
       "1                                  11/22/63: A Novel   \n",
       "2            12 Rules for Life: An Antidote to Chaos   \n",
       "3                             1984 (Signet Classics)   \n",
       "4  5,000 Awesome Facts (About Everything!) (Natio...   \n",
       "5      A Dance with Dragons (A Song of Ice and Fire)   \n",
       "6  A Game of Thrones / A Clash of Kings / A Storm...   \n",
       "7                     A Gentleman in Moscow: A Novel   \n",
       "8      A Higher Loyalty: Truth, Lies, and Leadership   \n",
       "9                          A Man Called Ove: A Novel   \n",
       "\n",
       "                     Author  User Rating  Reviews  Price  Year        Genre  \n",
       "0                  JJ Smith          4.7    17350      8  2016  Non Fiction  \n",
       "1              Stephen King          4.6     2052     22  2011      Fiction  \n",
       "2        Jordan B. Peterson          4.7    18979     15  2018  Non Fiction  \n",
       "3             George Orwell          4.7    21424      6  2017      Fiction  \n",
       "4  National Geographic Kids          4.8     7665     12  2019  Non Fiction  \n",
       "5       George R. R. Martin          4.4    12643     11  2011      Fiction  \n",
       "6       George R. R. Martin          4.7    19735     30  2014      Fiction  \n",
       "7               Amor Towles          4.7    19699     15  2017      Fiction  \n",
       "8               James Comey          4.7     5983      3  2018  Non Fiction  \n",
       "9           Fredrik Backman          4.6    23848      8  2016      Fiction  "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ebooks = pd.read_csv('Data/bestsellers_amazon.csv')\n",
    "ebooks.head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 550 entries, 0 to 549\n",
      "Data columns (total 7 columns):\n",
      " #   Column       Non-Null Count  Dtype  \n",
      "---  ------       --------------  -----  \n",
      " 0   Name         550 non-null    object \n",
      " 1   Author       550 non-null    object \n",
      " 2   User Rating  550 non-null    float64\n",
      " 3   Reviews      550 non-null    int64  \n",
      " 4   Price        550 non-null    int64  \n",
      " 5   Year         550 non-null    int64  \n",
      " 6   Genre        550 non-null    object \n",
      "dtypes: float64(1), int64(3), object(3)\n",
      "memory usage: 30.2+ KB\n"
     ]
    }
   ],
   "source": [
    "ebooks.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>User Rating</th>\n",
       "      <th>Reviews</th>\n",
       "      <th>Price</th>\n",
       "      <th>Year</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>550.000000</td>\n",
       "      <td>550.000000</td>\n",
       "      <td>550.000000</td>\n",
       "      <td>550.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>4.618364</td>\n",
       "      <td>11953.281818</td>\n",
       "      <td>13.100000</td>\n",
       "      <td>2014.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>0.226980</td>\n",
       "      <td>11731.132017</td>\n",
       "      <td>10.842262</td>\n",
       "      <td>3.165156</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>3.300000</td>\n",
       "      <td>37.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>2009.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>4.500000</td>\n",
       "      <td>4058.000000</td>\n",
       "      <td>7.000000</td>\n",
       "      <td>2011.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>4.700000</td>\n",
       "      <td>8580.000000</td>\n",
       "      <td>11.000000</td>\n",
       "      <td>2014.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>4.800000</td>\n",
       "      <td>17253.250000</td>\n",
       "      <td>16.000000</td>\n",
       "      <td>2017.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>4.900000</td>\n",
       "      <td>87841.000000</td>\n",
       "      <td>105.000000</td>\n",
       "      <td>2019.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       User Rating       Reviews       Price         Year\n",
       "count   550.000000    550.000000  550.000000   550.000000\n",
       "mean      4.618364  11953.281818   13.100000  2014.000000\n",
       "std       0.226980  11731.132017   10.842262     3.165156\n",
       "min       3.300000     37.000000    0.000000  2009.000000\n",
       "25%       4.500000   4058.000000    7.000000  2011.000000\n",
       "50%       4.700000   8580.000000   11.000000  2014.000000\n",
       "75%       4.800000  17253.250000   16.000000  2017.000000\n",
       "max       4.900000  87841.000000  105.000000  2019.000000"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ebooks.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "User Rating\n",
       "3.3      1\n",
       "3.6      1\n",
       "3.8      2\n",
       "3.9      3\n",
       "4.1      6\n",
       "4.2      8\n",
       "4.0     14\n",
       "4.3     25\n",
       "4.4     38\n",
       "4.9     52\n",
       "4.5     60\n",
       "4.6    105\n",
       "4.7    108\n",
       "4.8    127\n",
       "Name: Name, dtype: int64"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ebooks.groupby(\"User Rating\").count().sort_values(\"Name\")[\"Name\"] #groupby based on userratings"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Finding top 50 ebooks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "    .dataframe thead th {\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Name</th>\n",
       "      <th>Author</th>\n",
       "      <th>User Rating</th>\n",
       "      <th>Reviews</th>\n",
       "      <th>Price</th>\n",
       "      <th>Year</th>\n",
       "      <th>Genre</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>245</th>\n",
       "      <td>Oh, the Places You'll Go!</td>\n",
       "      <td>Dr. Seuss</td>\n",
       "      <td>4.9</td>\n",
       "      <td>21834</td>\n",
       "      <td>8</td>\n",
       "      <td>2012</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>246</th>\n",
       "      <td>Oh, the Places You'll Go!</td>\n",
       "      <td>Dr. Seuss</td>\n",
       "      <td>4.9</td>\n",
       "      <td>21834</td>\n",
       "      <td>8</td>\n",
       "      <td>2013</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>247</th>\n",
       "      <td>Oh, the Places You'll Go!</td>\n",
       "      <td>Dr. Seuss</td>\n",
       "      <td>4.9</td>\n",
       "      <td>21834</td>\n",
       "      <td>8</td>\n",
       "      <td>2014</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>248</th>\n",
       "      <td>Oh, the Places You'll Go!</td>\n",
       "      <td>Dr. Seuss</td>\n",
       "      <td>4.9</td>\n",
       "      <td>21834</td>\n",
       "      <td>8</td>\n",
       "      <td>2015</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>249</th>\n",
       "      <td>Oh, the Places You'll Go!</td>\n",
       "      <td>Dr. Seuss</td>\n",
       "      <td>4.9</td>\n",
       "      <td>21834</td>\n",
       "      <td>8</td>\n",
       "      <td>2016</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>250</th>\n",
       "      <td>Oh, the Places You'll Go!</td>\n",
       "      <td>Dr. Seuss</td>\n",
       "      <td>4.9</td>\n",
       "      <td>21834</td>\n",
       "      <td>8</td>\n",
       "      <td>2017</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>251</th>\n",
       "      <td>Oh, the Places You'll Go!</td>\n",
       "      <td>Dr. Seuss</td>\n",
       "      <td>4.9</td>\n",
       "      <td>21834</td>\n",
       "      <td>8</td>\n",
       "      <td>2018</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>252</th>\n",
       "      <td>Oh, the Places You'll Go!</td>\n",
       "      <td>Dr. Seuss</td>\n",
       "      <td>4.9</td>\n",
       "      <td>21834</td>\n",
       "      <td>8</td>\n",
       "      <td>2019</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>153</th>\n",
       "      <td>Harry Potter and the Chamber of Secrets: The I...</td>\n",
       "      <td>J.K. Rowling</td>\n",
       "      <td>4.9</td>\n",
       "      <td>19622</td>\n",
       "      <td>30</td>\n",
       "      <td>2016</td>\n",
       "      <td>Fiction</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>187</th>\n",
       "      <td>Jesus Calling: Enjoying Peace in His Presence ...</td>\n",
       "      <td>Sarah Young</td>\n",
       "      <td>4.9</td>\n",
       "      <td>19576</td>\n",
       "      <td>8</td>\n",
       "      <td>2011</td>\n",
       "      <td>Non Fiction</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                  Name        Author  \\\n",
       "245                          Oh, the Places You'll Go!     Dr. Seuss   \n",
       "246                          Oh, the Places You'll Go!     Dr. Seuss   \n",
       "247                          Oh, the Places You'll Go!     Dr. Seuss   \n",
       "248                          Oh, the Places You'll Go!     Dr. Seuss   \n",
       "249                          Oh, the Places You'll Go!     Dr. Seuss   \n",
       "250                          Oh, the Places You'll Go!     Dr. Seuss   \n",
       "251                          Oh, the Places You'll Go!     Dr. Seuss   \n",
       "252                          Oh, the Places You'll Go!     Dr. Seuss   \n",
       "153  Harry Potter and the Chamber of Secrets: The I...  J.K. Rowling   \n",
       "187  Jesus Calling: Enjoying Peace in His Presence ...   Sarah Young   \n",
       "\n",
       "     User Rating  Reviews  Price  Year        Genre  \n",
       "245          4.9    21834      8  2012      Fiction  \n",
       "246          4.9    21834      8  2013      Fiction  \n",
       "247          4.9    21834      8  2014      Fiction  \n",
       "248          4.9    21834      8  2015      Fiction  \n",
       "249          4.9    21834      8  2016      Fiction  \n",
       "250          4.9    21834      8  2017      Fiction  \n",
       "251          4.9    21834      8  2018      Fiction  \n",
       "252          4.9    21834      8  2019      Fiction  \n",
       "153          4.9    19622     30  2016      Fiction  \n",
       "187          4.9    19576      8  2011  Non Fiction  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top_ebooks = ebooks.sort_values([\"User Rating\",\"Reviews\"],ascending = False).head(50) \n",
    "top_ebooks.head(10)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Cleaning the Data for Further Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "False"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top_ebooks.isnull().values.any()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Author\n",
       "Jeff Kinney              1\n",
       "Chip Gaines              1\n",
       "Pete Souza               1\n",
       "Patrick Thorpe           1\n",
       "Nathan W. Pyle           1\n",
       "J. K. Rowling            1\n",
       "Mark R. Levin            1\n",
       "Lin-Manuel Miranda       1\n",
       "Jill Twiss               1\n",
       "Rush Limbaugh            2\n",
       "Bill Martin Jr.          2\n",
       "Sherri Duskey Rinker     2\n",
       "J.K. Rowling             3\n",
       "Emily Winfield Martin    4\n",
       "Sarah Young              6\n",
       "Eric Carle               7\n",
       "Dav Pilkey               7\n",
       "Dr. Seuss                8\n",
       "Name: Name, dtype: int64"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top_ebooks.groupby(\"Author\").count().sort_values(\"Name\")[\"Name\"] #finding Author of top 50 ebooks"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Here J K Rowling has come two times as author** *need to merge this"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Author\n",
       "Jill Twiss               1\n",
       "Chip Gaines              1\n",
       "Pete Souza               1\n",
       "Patrick Thorpe           1\n",
       "Nathan W. Pyle           1\n",
       "Mark R. Levin            1\n",
       "Jeff Kinney              1\n",
       "Lin-Manuel Miranda       1\n",
       "Rush Limbaugh            2\n",
       "Bill Martin Jr.          2\n",
       "Sherri Duskey Rinker     2\n",
       "J.K. Rowling             4\n",
       "Emily Winfield Martin    4\n",
       "Sarah Young              6\n",
       "Eric Carle               7\n",
       "Dav Pilkey               7\n",
       "Dr. Seuss                8\n",
       "Name: Name, dtype: int64"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ebooks[\"Author\"].replace(\"J. K. Rowling\",\"J.K. Rowling\",inplace = True)  #replaced the space on JK rowling col\n",
    "\n",
    "top_ebooks = ebooks.sort_values([\"User Rating\",\"Reviews\"],ascending = False).head(50)\n",
    "top_ebooks.groupby(\"Author\").count().sort_values(\"Name\")[\"Name\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "Int64Index: 50 entries, 245 to 156\n",
      "Data columns (total 7 columns):\n",
      " #   Column       Non-Null Count  Dtype  \n",
      "---  ------       --------------  -----  \n",
      " 0   Name         50 non-null     object \n",
      " 1   Author       50 non-null     object \n",
      " 2   User Rating  50 non-null     float64\n",
      " 3   Reviews      50 non-null     int64  \n",
      " 4   Price        50 non-null     int64  \n",
      " 5   Year         50 non-null     int64  \n",
      " 6   Genre        50 non-null     object \n",
      "dtypes: float64(1), int64(3), object(3)\n",
      "memory usage: 3.1+ KB\n"
     ]
    }
   ],
   "source": [
    "top_ebooks.info()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plotting the Visualizations\n",
    "**On based on Genre**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 800x320 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5,2),dpi=160)\n",
    "sns.countplot(x='Genre',data=ebooks);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Book Price Distribution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 910x390 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(7,3),dpi=130)\n",
    "sns.kdeplot(data=ebooks,x=\"Price\", fill = True);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Ebook Ratings Distribution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1040x390 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(8,3),dpi=130)\n",
    "sns.kdeplot(data=ebooks,x=\"User Rating\", fill = True);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Price of Books based on Category"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 900x450 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6,3),dpi=150)\n",
    "sns.kdeplot(data=ebooks,x=\"Price\",hue=\"Genre\",fill=True,palette=\"Dark2\");"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}