{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "b77436f2",
   "metadata": {},
   "source": [
    "# Project 1"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "64d353e3",
   "metadata": {},
   "source": [
    "Health Insurance Coverage :)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2c86fa26",
   "metadata": {},
   "source": [
    "## Importing Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "64b5a3f0",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd # for making with data\n",
    "import numpy as np # for making with data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5284d306",
   "metadata": {},
   "source": [
    "## Load Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "6917ecd4",
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.read_csv(\"states.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "98e586a4",
   "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>State</th>\n",
       "      <th>Uninsured Rate (2010)</th>\n",
       "      <th>Uninsured Rate (2015)</th>\n",
       "      <th>Uninsured Rate Change (2010-2015)</th>\n",
       "      <th>Health Insurance Coverage Change (2010-2015)</th>\n",
       "      <th>Employer Health Insurance Coverage (2015)</th>\n",
       "      <th>Marketplace Health Insurance Coverage (2016)</th>\n",
       "      <th>Marketplace Tax Credits (2016)</th>\n",
       "      <th>Average Monthly Tax Credit (2016)</th>\n",
       "      <th>State Medicaid Expansion (2016)</th>\n",
       "      <th>Medicaid Enrollment (2013)</th>\n",
       "      <th>Medicaid Enrollment (2016)</th>\n",
       "      <th>Medicaid Enrollment Change (2013-2016)</th>\n",
       "      <th>Medicare Enrollment (2016)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Alabama</td>\n",
       "      <td>14.6%</td>\n",
       "      <td>10.1%</td>\n",
       "      <td>-4.5%</td>\n",
       "      <td>215000</td>\n",
       "      <td>2545000</td>\n",
       "      <td>165534</td>\n",
       "      <td>152206</td>\n",
       "      <td>$310</td>\n",
       "      <td>False</td>\n",
       "      <td>799176.0</td>\n",
       "      <td>910775</td>\n",
       "      <td>111599.0</td>\n",
       "      <td>989855</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Alaska</td>\n",
       "      <td>19.9%</td>\n",
       "      <td>14.9%</td>\n",
       "      <td>-5%</td>\n",
       "      <td>36000</td>\n",
       "      <td>390000</td>\n",
       "      <td>17995</td>\n",
       "      <td>16205</td>\n",
       "      <td>$750</td>\n",
       "      <td>True</td>\n",
       "      <td>122334.0</td>\n",
       "      <td>166625</td>\n",
       "      <td>44291.0</td>\n",
       "      <td>88966</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Arizona</td>\n",
       "      <td>16.9%</td>\n",
       "      <td>10.8%</td>\n",
       "      <td>-6.1%</td>\n",
       "      <td>410000</td>\n",
       "      <td>3288000</td>\n",
       "      <td>179445</td>\n",
       "      <td>124346</td>\n",
       "      <td>$230</td>\n",
       "      <td>True</td>\n",
       "      <td>1201770.0</td>\n",
       "      <td>1716198</td>\n",
       "      <td>514428.0</td>\n",
       "      <td>1175624</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Arkansas</td>\n",
       "      <td>17.5%</td>\n",
       "      <td>9.5%</td>\n",
       "      <td>-8%</td>\n",
       "      <td>234000</td>\n",
       "      <td>1365000</td>\n",
       "      <td>63357</td>\n",
       "      <td>56843</td>\n",
       "      <td>$306</td>\n",
       "      <td>True</td>\n",
       "      <td>556851.0</td>\n",
       "      <td>920194</td>\n",
       "      <td>363343.0</td>\n",
       "      <td>606146</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>California</td>\n",
       "      <td>18.5%</td>\n",
       "      <td>8.6%</td>\n",
       "      <td>-9.9%</td>\n",
       "      <td>3826000</td>\n",
       "      <td>19552000</td>\n",
       "      <td>1415428</td>\n",
       "      <td>1239893</td>\n",
       "      <td>$309</td>\n",
       "      <td>True</td>\n",
       "      <td>7755381.0</td>\n",
       "      <td>11843081</td>\n",
       "      <td>4087700.0</td>\n",
       "      <td>5829777</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        State Uninsured Rate (2010) Uninsured Rate (2015)  \\\n",
       "0    Alabama                  14.6%                 10.1%   \n",
       "1     Alaska                  19.9%                 14.9%   \n",
       "2    Arizona                  16.9%                 10.8%   \n",
       "3   Arkansas                  17.5%                  9.5%   \n",
       "4  California                 18.5%                  8.6%   \n",
       "\n",
       "  Uninsured Rate Change (2010-2015)  \\\n",
       "0                            -4.5%    \n",
       "1                              -5%    \n",
       "2                            -6.1%    \n",
       "3                              -8%    \n",
       "4                            -9.9%    \n",
       "\n",
       "   Health Insurance Coverage Change (2010-2015)  \\\n",
       "0                                        215000   \n",
       "1                                         36000   \n",
       "2                                        410000   \n",
       "3                                        234000   \n",
       "4                                       3826000   \n",
       "\n",
       "   Employer Health Insurance Coverage (2015)  \\\n",
       "0                                    2545000   \n",
       "1                                     390000   \n",
       "2                                    3288000   \n",
       "3                                    1365000   \n",
       "4                                   19552000   \n",
       "\n",
       "   Marketplace Health Insurance Coverage (2016)  \\\n",
       "0                                        165534   \n",
       "1                                         17995   \n",
       "2                                        179445   \n",
       "3                                         63357   \n",
       "4                                       1415428   \n",
       "\n",
       "   Marketplace Tax Credits (2016) Average Monthly Tax Credit (2016)  \\\n",
       "0                          152206                             $310    \n",
       "1                           16205                             $750    \n",
       "2                          124346                             $230    \n",
       "3                           56843                             $306    \n",
       "4                         1239893                             $309    \n",
       "\n",
       "  State Medicaid Expansion (2016)  Medicaid Enrollment (2013)  \\\n",
       "0                           False                    799176.0   \n",
       "1                            True                    122334.0   \n",
       "2                            True                   1201770.0   \n",
       "3                            True                    556851.0   \n",
       "4                            True                   7755381.0   \n",
       "\n",
       "   Medicaid Enrollment (2016)  Medicaid Enrollment Change (2013-2016)  \\\n",
       "0                      910775                                111599.0   \n",
       "1                      166625                                 44291.0   \n",
       "2                     1716198                                514428.0   \n",
       "3                      920194                                363343.0   \n",
       "4                    11843081                               4087700.0   \n",
       "\n",
       "   Medicare Enrollment (2016)  \n",
       "0                      989855  \n",
       "1                       88966  \n",
       "2                     1175624  \n",
       "3                      606146  \n",
       "4                     5829777  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "c0b8f0f1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['State', 'Uninsured Rate (2010)', 'Uninsured Rate (2015)',\n",
       "       'Uninsured Rate Change (2010-2015)',\n",
       "       'Health Insurance Coverage Change (2010-2015)',\n",
       "       'Employer Health Insurance Coverage (2015)',\n",
       "       'Marketplace Health Insurance Coverage (2016)',\n",
       "       'Marketplace Tax Credits (2016)', 'Average Monthly Tax Credit (2016)',\n",
       "       'State Medicaid Expansion (2016)', 'Medicaid Enrollment (2013)',\n",
       "       'Medicaid Enrollment (2016)', 'Medicaid Enrollment Change (2013-2016)',\n",
       "       'Medicare Enrollment (2016)'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "ab016e19",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "State                                            object\n",
       "Uninsured Rate (2010)                            object\n",
       "Uninsured Rate (2015)                            object\n",
       "Uninsured Rate Change (2010-2015)                object\n",
       "Health Insurance Coverage Change (2010-2015)      int64\n",
       "Employer Health Insurance Coverage (2015)         int64\n",
       "Marketplace Health Insurance Coverage (2016)      int64\n",
       "Marketplace Tax Credits (2016)                    int64\n",
       "Average Monthly Tax Credit (2016)                object\n",
       "State Medicaid Expansion (2016)                  object\n",
       "Medicaid Enrollment (2013)                      float64\n",
       "Medicaid Enrollment (2016)                        int64\n",
       "Medicaid Enrollment Change (2013-2016)          float64\n",
       "Medicare Enrollment (2016)                        int64\n",
       "dtype: object"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.dtypes"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "95cb269a",
   "metadata": {},
   "source": [
    "Notes for possible preprocessing:  \n",
    "- if wanting to work with Uninsured Rates -- those are strings. What if you want to graph a scatterplot? You would needs numbers, and this would need to be converted. \n",
    "- are there nulls?"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "37c52176",
   "metadata": {},
   "source": [
    "### Converting Object to Integer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "84ef2347",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>State</th>\n",
       "      <th>Uninsured Rate (2010)</th>\n",
       "      <th>Uninsured Rate (2015)</th>\n",
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       "      <th>...</th>\n",
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       "      <th>Uninsured Rate Change (2010-2015)_ -6.7%</th>\n",
       "      <th>Uninsured Rate Change (2010-2015)_ -7.6%</th>\n",
       "      <th>Uninsured Rate Change (2010-2015)_ -7.8%</th>\n",
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       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Alabama</td>\n",
       "      <td>14.6%</td>\n",
       "      <td>10.1%</td>\n",
       "      <td>215000</td>\n",
       "      <td>2545000</td>\n",
       "      <td>165534</td>\n",
       "      <td>152206</td>\n",
       "      <td>$310</td>\n",
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       "      <td>799176.0</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Alaska</td>\n",
       "      <td>19.9%</td>\n",
       "      <td>14.9%</td>\n",
       "      <td>36000</td>\n",
       "      <td>390000</td>\n",
       "      <td>17995</td>\n",
       "      <td>16205</td>\n",
       "      <td>$750</td>\n",
       "      <td>True</td>\n",
       "      <td>122334.0</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Arizona</td>\n",
       "      <td>16.9%</td>\n",
       "      <td>10.8%</td>\n",
       "      <td>410000</td>\n",
       "      <td>3288000</td>\n",
       "      <td>179445</td>\n",
       "      <td>124346</td>\n",
       "      <td>$230</td>\n",
       "      <td>True</td>\n",
       "      <td>1201770.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
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       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Arkansas</td>\n",
       "      <td>17.5%</td>\n",
       "      <td>9.5%</td>\n",
       "      <td>234000</td>\n",
       "      <td>1365000</td>\n",
       "      <td>63357</td>\n",
       "      <td>56843</td>\n",
       "      <td>$306</td>\n",
       "      <td>True</td>\n",
       "      <td>556851.0</td>\n",
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       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>California</td>\n",
       "      <td>18.5%</td>\n",
       "      <td>8.6%</td>\n",
       "      <td>3826000</td>\n",
       "      <td>19552000</td>\n",
       "      <td>1415428</td>\n",
       "      <td>1239893</td>\n",
       "      <td>$309</td>\n",
       "      <td>True</td>\n",
       "      <td>7755381.0</td>\n",
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       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 53 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "        State Uninsured Rate (2010) Uninsured Rate (2015)  \\\n",
       "0    Alabama                  14.6%                 10.1%   \n",
       "1     Alaska                  19.9%                 14.9%   \n",
       "2    Arizona                  16.9%                 10.8%   \n",
       "3   Arkansas                  17.5%                  9.5%   \n",
       "4  California                 18.5%                  8.6%   \n",
       "\n",
       "   Health Insurance Coverage Change (2010-2015)  \\\n",
       "0                                        215000   \n",
       "1                                         36000   \n",
       "2                                        410000   \n",
       "3                                        234000   \n",
       "4                                       3826000   \n",
       "\n",
       "   Employer Health Insurance Coverage (2015)  \\\n",
       "0                                    2545000   \n",
       "1                                     390000   \n",
       "2                                    3288000   \n",
       "3                                    1365000   \n",
       "4                                   19552000   \n",
       "\n",
       "   Marketplace Health Insurance Coverage (2016)  \\\n",
       "0                                        165534   \n",
       "1                                         17995   \n",
       "2                                        179445   \n",
       "3                                         63357   \n",
       "4                                       1415428   \n",
       "\n",
       "   Marketplace Tax Credits (2016) Average Monthly Tax Credit (2016)  \\\n",
       "0                          152206                             $310    \n",
       "1                           16205                             $750    \n",
       "2                          124346                             $230    \n",
       "3                           56843                             $306    \n",
       "4                         1239893                             $309    \n",
       "\n",
       "  State Medicaid Expansion (2016)  Medicaid Enrollment (2013)  ...  \\\n",
       "0                           False                    799176.0  ...   \n",
       "1                            True                    122334.0  ...   \n",
       "2                            True                   1201770.0  ...   \n",
       "3                            True                    556851.0  ...   \n",
       "4                            True                   7755381.0  ...   \n",
       "\n",
       "   Uninsured Rate Change (2010-2015)_ -6.6%   \\\n",
       "0                                          0   \n",
       "1                                          0   \n",
       "2                                          0   \n",
       "3                                          0   \n",
       "4                                          0   \n",
       "\n",
       "   Uninsured Rate Change (2010-2015)_ -6.7%   \\\n",
       "0                                          0   \n",
       "1                                          0   \n",
       "2                                          0   \n",
       "3                                          0   \n",
       "4                                          0   \n",
       "\n",
       "   Uninsured Rate Change (2010-2015)_ -7.6%   \\\n",
       "0                                          0   \n",
       "1                                          0   \n",
       "2                                          0   \n",
       "3                                          0   \n",
       "4                                          0   \n",
       "\n",
       "   Uninsured Rate Change (2010-2015)_ -7.8%   \\\n",
       "0                                          0   \n",
       "1                                          0   \n",
       "2                                          0   \n",
       "3                                          0   \n",
       "4                                          0   \n",
       "\n",
       "   Uninsured Rate Change (2010-2015)_ -8%   \\\n",
       "0                                        0   \n",
       "1                                        0   \n",
       "2                                        0   \n",
       "3                                        1   \n",
       "4                                        0   \n",
       "\n",
       "   Uninsured Rate Change (2010-2015)_ -8.6%   \\\n",
       "0                                          0   \n",
       "1                                          0   \n",
       "2                                          0   \n",
       "3                                          0   \n",
       "4                                          0   \n",
       "\n",
       "   Uninsured Rate Change (2010-2015)_ -8.7%   \\\n",
       "0                                          0   \n",
       "1                                          0   \n",
       "2                                          0   \n",
       "3                                          0   \n",
       "4                                          0   \n",
       "\n",
       "   Uninsured Rate Change (2010-2015)_ -9.3%   \\\n",
       "0                                          0   \n",
       "1                                          0   \n",
       "2                                          0   \n",
       "3                                          0   \n",
       "4                                          0   \n",
       "\n",
       "   Uninsured Rate Change (2010-2015)_ -9.9%   \\\n",
       "0                                          0   \n",
       "1                                          0   \n",
       "2                                          0   \n",
       "3                                          0   \n",
       "4                                          1   \n",
       "\n",
       "   Uninsured Rate Change (2010-2015)_6.1%  \n",
       "0                                       0  \n",
       "1                                       0  \n",
       "2                                       0  \n",
       "3                                       0  \n",
       "4                                       0  \n",
       "\n",
       "[5 rows x 53 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.get_dummies(df, columns = ['Uninsured Rate Change (2010-2015)'])\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c6f443f8",
   "metadata": {},
   "source": [
    "## Visualizations"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "4def09c6",
   "metadata": {},
   "outputs": [],
   "source": [
    "import seaborn as sns # for making visualition\n",
    "from matplotlib import pyplot as plt # for making visualition\n",
    "sns.set()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "46e98a40",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='Uninsured Rate (2010)', ylabel='Uninsured Rate (2015)'>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(23,10))\n",
    "sns.scatterplot(x = 'Uninsured Rate (2010)', y = 'Uninsured Rate (2015)', data=df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "d7f782ef",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "([0,\n",
       "  1,\n",
       "  2,\n",
       "  3,\n",
       "  4,\n",
       "  5,\n",
       "  6,\n",
       "  7,\n",
       "  8,\n",
       "  9,\n",
       "  10,\n",
       "  11,\n",
       "  12,\n",
       "  13,\n",
       "  14,\n",
       "  15,\n",
       "  16,\n",
       "  17,\n",
       "  18,\n",
       "  19,\n",
       "  20,\n",
       "  21,\n",
       "  22,\n",
       "  23,\n",
       "  24,\n",
       "  25,\n",
       "  26,\n",
       "  27,\n",
       "  28,\n",
       "  29,\n",
       "  30,\n",
       "  31,\n",
       "  32,\n",
       "  33,\n",
       "  34,\n",
       "  35,\n",
       "  36,\n",
       "  37,\n",
       "  38,\n",
       "  39,\n",
       "  40,\n",
       "  41,\n",
       "  42,\n",
       "  43,\n",
       "  44,\n",
       "  45,\n",
       "  46,\n",
       "  47,\n",
       "  48,\n",
       "  49,\n",
       "  50,\n",
       "  51],\n",
       " [Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, '')])"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(23,10))\n",
    "my_plot = plt.bar(x=df['State'], height=df['Medicaid Enrollment (2016)'], color='lightblue')\n",
    "plt.xticks(rotation=45)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "b76ceebc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "([0,\n",
       "  1,\n",
       "  2,\n",
       "  3,\n",
       "  4,\n",
       "  5,\n",
       "  6,\n",
       "  7,\n",
       "  8,\n",
       "  9,\n",
       "  10,\n",
       "  11,\n",
       "  12,\n",
       "  13,\n",
       "  14,\n",
       "  15,\n",
       "  16,\n",
       "  17,\n",
       "  18,\n",
       "  19,\n",
       "  20,\n",
       "  21,\n",
       "  22,\n",
       "  23,\n",
       "  24,\n",
       "  25,\n",
       "  26,\n",
       "  27,\n",
       "  28,\n",
       "  29,\n",
       "  30,\n",
       "  31,\n",
       "  32,\n",
       "  33,\n",
       "  34,\n",
       "  35,\n",
       "  36,\n",
       "  37,\n",
       "  38,\n",
       "  39,\n",
       "  40,\n",
       "  41,\n",
       "  42,\n",
       "  43,\n",
       "  44,\n",
       "  45,\n",
       "  46,\n",
       "  47,\n",
       "  48,\n",
       "  49,\n",
       "  50,\n",
       "  51],\n",
       " [Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, ''),\n",
       "  Text(0, 0, '')])"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(23,10))\n",
    "plt.bar(x=df['State'], height=df['Medicaid Enrollment (2016)'], color='lightblue')\n",
    "plt.xticks(rotation=45)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6760ff09",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "0d75f5ed",
   "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
}