Applied DS Lab-1.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "d8973aba",
   "metadata": {},
   "source": [
    "# Importing libraries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "1a3620ec",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "42479093",
   "metadata": {},
   "source": [
    "# Function to Read File"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "0c7d83b4",
   "metadata": {},
   "outputs": [],
   "source": [
    "def read_file(fileName):\n",
    "    \n",
    "    with open(fileName, 'r', encoding=\"utf-8\") as file:\n",
    "        a=file.readlines() \n",
    "         \n",
    "        a=([sub.split(\",\") for sub in a])\n",
    "        kols = [i.replace('\\n','').replace('\"',\"\") for i in a[0]]\n",
    "        datalist = [i for i in a[1:]] \n",
    "         \n",
    "        return kols,datalist\n",
    "        "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b2c1ba37",
   "metadata": {},
   "source": [
    "# Reading Files"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "65289e1f",
   "metadata": {},
   "outputs": [
    {
     "data": {
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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>DT</th>\n",
       "      <th>Baro</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2016-10-09</td>\n",
       "      <td>1021.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2016-10-10</td>\n",
       "      <td>1019.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2016-10-11</td>\n",
       "      <td>1015.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2016-10-12</td>\n",
       "      <td>1013.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2016-10-13</td>\n",
       "      <td>1005.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>350</th>\n",
       "      <td>2017-10-05</td>\n",
       "      <td>1010.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>351</th>\n",
       "      <td>2017-10-06</td>\n",
       "      <td>1019.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>352</th>\n",
       "      <td>2017-10-07</td>\n",
       "      <td>1011.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>353</th>\n",
       "      <td>2017-10-08</td>\n",
       "      <td>1013.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>354</th>\n",
       "      <td>2017-10-09</td>\n",
       "      <td>1013.9</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>355 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            DT    Baro\n",
       "0   2016-10-09  1021.9\n",
       "1   2016-10-10  1019.9\n",
       "2   2016-10-11  1015.8\n",
       "3   2016-10-12  1013.2\n",
       "4   2016-10-13  1005.9\n",
       "..         ...     ...\n",
       "350 2017-10-05  1010.6\n",
       "351 2017-10-06  1019.2\n",
       "352 2017-10-07  1011.5\n",
       "353 2017-10-08  1013.1\n",
       "354 2017-10-09  1013.9\n",
       "\n",
       "[355 rows x 2 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#reading files\n",
    "#Change the File directory path according to the location.\n",
    "kols,datalist=read_file(r'C:\\Users\\The Best\\Downloads\\lab1-data\\barometer-last-year.csv')\n",
    "Baro_df = pd.DataFrame(data=datalist,columns=kols )\n",
    "Baro_df = Baro_df.replace('\\n','', regex=True)\n",
    "Baro_df = Baro_df.replace('\"','', regex=True)\n",
    "Baro_df['Baro'] = Baro_df['Baro'].astype(float, errors = 'raise')\n",
    "Baro_Min=Baro_df['Baro'].min()\n",
    "Baro_Max=Baro_df['Baro'].max()\n",
    "Baro_Mean=Baro_df['Baro'].mean()\n",
    "Baro_std=Baro_df['Baro'].std()\n",
    "Baro_df=Baro_df.rename(columns={Baro_df.columns[0]: 'DT'})\n",
    "Baro_df['DT'] = pd.to_datetime(Baro_df['DT'], format=\"%Y-%m-%d %H:%M:%S\")\n",
    "Baro_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "d6343fe5",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>DT</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2016-10-09</td>\n",
       "      <td>54</td>\n",
       "      <td>21.93</td>\n",
       "      <td>21.0</td>\n",
       "      <td>22.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2016-10-10</td>\n",
       "      <td>52</td>\n",
       "      <td>21.77</td>\n",
       "      <td>20.4</td>\n",
       "      <td>23.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2016-10-11</td>\n",
       "      <td>51</td>\n",
       "      <td>21.36</td>\n",
       "      <td>19.9</td>\n",
       "      <td>23.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2016-10-12</td>\n",
       "      <td>51</td>\n",
       "      <td>21.44</td>\n",
       "      <td>20.0</td>\n",
       "      <td>23.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2016-10-13</td>\n",
       "      <td>52</td>\n",
       "      <td>21.22</td>\n",
       "      <td>20.1</td>\n",
       "      <td>22.3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>349</th>\n",
       "      <td>2017-10-05</td>\n",
       "      <td>56</td>\n",
       "      <td>21.34</td>\n",
       "      <td>20.6</td>\n",
       "      <td>22.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>350</th>\n",
       "      <td>2017-10-06</td>\n",
       "      <td>54</td>\n",
       "      <td>21.34</td>\n",
       "      <td>20.3</td>\n",
       "      <td>22.3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>351</th>\n",
       "      <td>2017-10-07</td>\n",
       "      <td>55</td>\n",
       "      <td>21.34</td>\n",
       "      <td>20.6</td>\n",
       "      <td>21.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>352</th>\n",
       "      <td>2017-10-08</td>\n",
       "      <td>55</td>\n",
       "      <td>21.81</td>\n",
       "      <td>20.6</td>\n",
       "      <td>23.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>353</th>\n",
       "      <td>2017-10-09</td>\n",
       "      <td>54</td>\n",
       "      <td>22.23</td>\n",
       "      <td>22.2</td>\n",
       "      <td>22.3</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>354 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            DT  Humidity  Indoor Temperature  Indoor Temperature_range (low)  \\\n",
       "0   2016-10-09        54               21.93                            21.0   \n",
       "1   2016-10-10        52               21.77                            20.4   \n",
       "2   2016-10-11        51               21.36                            19.9   \n",
       "3   2016-10-12        51               21.44                            20.0   \n",
       "4   2016-10-13        52               21.22                            20.1   \n",
       "..         ...       ...                 ...                             ...   \n",
       "349 2017-10-05        56               21.34                            20.6   \n",
       "350 2017-10-06        54               21.34                            20.3   \n",
       "351 2017-10-07        55               21.34                            20.6   \n",
       "352 2017-10-08        55               21.81                            20.6   \n",
       "353 2017-10-09        54               22.23                            22.2   \n",
       "\n",
       "     Indoor Temperature_range (high)  \n",
       "0                               22.8  \n",
       "1                               23.6  \n",
       "2                               23.0  \n",
       "3                               23.6  \n",
       "4                               22.3  \n",
       "..                               ...  \n",
       "349                             22.8  \n",
       "350                             22.3  \n",
       "351                             21.9  \n",
       "352                             23.5  \n",
       "353                             22.3  \n",
       "\n",
       "[354 rows x 5 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Change the File directory path according to the location.\n",
    "\n",
    "kols,datalist=read_file(r'C:\\Users\\The Best\\Downloads\\lab1-data\\indoor-temperature-last-year.csv')\n",
    "Ind_temp_df = pd.DataFrame(data=datalist,columns=kols)\n",
    "Ind_temp_df = Ind_temp_df.replace('\"','', regex=True)\n",
    "Ind_temp_df['Humidity'] = Ind_temp_df['Humidity'].astype(int, errors = 'raise')\n",
    "Ind_temp_df['Temperature'] = Ind_temp_df['Temperature'].astype(float, errors = 'raise')\n",
    "Ind_temp_df['Temperature']=round(Ind_temp_df['Temperature'], 2)\n",
    "Ind_temp_df['Temperature_range (low)'] = Ind_temp_df['Temperature_range (low)'].astype(float, errors = 'raise')\n",
    "Ind_temp_df['Temperature_range (high)'] = Ind_temp_df['Temperature_range (high)'].astype(float, errors = 'raise')\n",
    "Ind_temp_df=Ind_temp_df.rename(columns={Ind_temp_df.columns[0]: 'DT'})\n",
    "Ind_temp_df['DT'] = pd.to_datetime(Ind_temp_df['DT'], format=\"%Y-%m-%d %H:%M:%S\")\n",
    "Ind_temp_df=Ind_temp_df.rename(columns={\"Temperature\": \"Indoor Temperature\", \"Temperature_range (low)\": \"Indoor Temperature_range (low)\",\"Temperature_range (high)\": \"Indoor Temperature_range (high)\"})\n",
    " \n",
    "\n",
    "Ind_temp_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "5fc73e2c",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>DT</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2016-10-09</td>\n",
       "      <td>10.66</td>\n",
       "      <td>7.2</td>\n",
       "      <td>13.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2016-10-10</td>\n",
       "      <td>8.94</td>\n",
       "      <td>5.6</td>\n",
       "      <td>12.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2016-10-11</td>\n",
       "      <td>8.69</td>\n",
       "      <td>5.3</td>\n",
       "      <td>14.3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2016-10-12</td>\n",
       "      <td>11.55</td>\n",
       "      <td>9.0</td>\n",
       "      <td>14.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2016-10-13</td>\n",
       "      <td>9.40</td>\n",
       "      <td>6.0</td>\n",
       "      <td>13.3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>350</th>\n",
       "      <td>2017-10-05</td>\n",
       "      <td>13.32</td>\n",
       "      <td>10.0</td>\n",
       "      <td>17.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>351</th>\n",
       "      <td>2017-10-06</td>\n",
       "      <td>11.58</td>\n",
       "      <td>7.2</td>\n",
       "      <td>17.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>352</th>\n",
       "      <td>2017-10-07</td>\n",
       "      <td>13.70</td>\n",
       "      <td>11.7</td>\n",
       "      <td>16.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>353</th>\n",
       "      <td>2017-10-08</td>\n",
       "      <td>13.60</td>\n",
       "      <td>9.6</td>\n",
       "      <td>21.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>354</th>\n",
       "      <td>2017-10-09</td>\n",
       "      <td>13.53</td>\n",
       "      <td>13.5</td>\n",
       "      <td>13.6</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>355 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            DT  Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "0   2016-10-09                10.66                              7.2   \n",
       "1   2016-10-10                 8.94                              5.6   \n",
       "2   2016-10-11                 8.69                              5.3   \n",
       "3   2016-10-12                11.55                              9.0   \n",
       "4   2016-10-13                 9.40                              6.0   \n",
       "..         ...                  ...                              ...   \n",
       "350 2017-10-05                13.32                             10.0   \n",
       "351 2017-10-06                11.58                              7.2   \n",
       "352 2017-10-07                13.70                             11.7   \n",
       "353 2017-10-08                13.60                              9.6   \n",
       "354 2017-10-09                13.53                             13.5   \n",
       "\n",
       "     Outdoor Temperature_range (high)  \n",
       "0                                13.8  \n",
       "1                                12.8  \n",
       "2                                14.3  \n",
       "3                                14.9  \n",
       "4                                13.3  \n",
       "..                                ...  \n",
       "350                              17.2  \n",
       "351                              17.6  \n",
       "352                              16.4  \n",
       "353                              21.7  \n",
       "354                              13.6  \n",
       "\n",
       "[355 rows x 4 columns]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Change the File directory path according to the location.\n",
    "\n",
    "kols,datalist=read_file(r'C:\\Users\\The Best\\Downloads\\lab1-data\\outside-temperature-last-year.csv')\n",
    "Out_temp_df = pd.DataFrame(data=datalist,columns=kols)\n",
    "Out_temp_df = Out_temp_df.replace('\"','', regex=True)\n",
    "Out_temp_df['Temperature'] = Out_temp_df['Temperature'].astype(float, errors = 'raise')\n",
    "Out_temp_df['Temperature']=round(Out_temp_df['Temperature'], 2)\n",
    "Out_temp_df['Temperature_range (low)'] = Out_temp_df['Temperature_range (low)'].astype(float, errors = 'raise')\n",
    "Out_temp_df['Temperature_range (high)'] = Out_temp_df['Temperature_range (high)'].astype(float, errors = 'raise')\n",
    "Out_temp_df=Out_temp_df.rename(columns={Out_temp_df.columns[0]: 'DT'})\n",
    "Out_temp_df['DT'] = pd.to_datetime(Out_temp_df['DT'], format=\"%Y-%m-%d %H:%M:%S\")\n",
    "Out_temp_df=Out_temp_df.rename(columns={\"Temperature\": \"Outdoor Temperature\", \"Temperature_range (low)\": \"Outdoor Temperature_range (low)\",\"Temperature_range (high)\": \"Outdoor Temperature_range (high)\"})\n",
    "Out_temp_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "8af3f393",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>DT</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2016-10-09</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2016-10-10</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2016-10-11</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2016-10-12</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2016-10-13</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>348</th>\n",
       "      <td>2017-10-05</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>349</th>\n",
       "      <td>2017-10-06</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>350</th>\n",
       "      <td>2017-10-07</td>\n",
       "      <td>1.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>351</th>\n",
       "      <td>2017-10-08</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>352</th>\n",
       "      <td>2017-10-09</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>353 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            DT  Rainfall_mm\n",
       "0   2016-10-09          0.0\n",
       "1   2016-10-10          0.0\n",
       "2   2016-10-11          0.0\n",
       "3   2016-10-12          0.0\n",
       "4   2016-10-13          0.0\n",
       "..         ...          ...\n",
       "348 2017-10-05          1.0\n",
       "349 2017-10-06          0.0\n",
       "350 2017-10-07          1.1\n",
       "351 2017-10-08          0.0\n",
       "352 2017-10-09          0.0\n",
       "\n",
       "[353 rows x 2 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Change the File directory path according to the location.\n",
    "\n",
    "kols,datalist=read_file(r'C:\\Users\\The Best\\Downloads\\lab1-data\\rainfall-last-year.csv')\n",
    "Rainfall_temp_df = pd.DataFrame(data=datalist,columns=kols)\n",
    "Rainfall_temp_df = Rainfall_temp_df.replace('\"','', regex=True)\n",
    "Rainfall_temp_df['mm'] = Rainfall_temp_df['mm'].astype(float, errors = 'raise')\n",
    "Rainfall_temp_df=Rainfall_temp_df.rename(columns={Rainfall_temp_df.columns[0]: 'DT'})\n",
    "Rainfall_temp_df['DT'] = pd.to_datetime(Rainfall_temp_df['DT'], format=\"%Y-%m-%d %H:%M:%S\")\n",
    "Rainfall_temp_df=Rainfall_temp_df.rename(columns={\"mm\": \"Rainfall_mm\"})\n",
    "Rainfall_temp_df"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "74e71d69",
   "metadata": {},
   "source": [
    "# Merging Files and Compute"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "c41b829f",
   "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>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>355.000000</td>\n",
       "      <td>354.000000</td>\n",
       "      <td>354.000000</td>\n",
       "      <td>354.000000</td>\n",
       "      <td>354.000000</td>\n",
       "      <td>355.000000</td>\n",
       "      <td>355.000000</td>\n",
       "      <td>355.000000</td>\n",
       "      <td>353.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>1009.998873</td>\n",
       "      <td>48.519774</td>\n",
       "      <td>21.827881</td>\n",
       "      <td>20.555932</td>\n",
       "      <td>23.533616</td>\n",
       "      <td>11.138873</td>\n",
       "      <td>7.865634</td>\n",
       "      <td>15.524225</td>\n",
       "      <td>1.548725</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>9.869662</td>\n",
       "      <td>5.188886</td>\n",
       "      <td>2.058307</td>\n",
       "      <td>2.405125</td>\n",
       "      <td>1.701466</td>\n",
       "      <td>5.355040</td>\n",
       "      <td>4.878930</td>\n",
       "      <td>7.034445</td>\n",
       "      <td>3.324599</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>979.600000</td>\n",
       "      <td>37.000000</td>\n",
       "      <td>18.040000</td>\n",
       "      <td>14.900000</td>\n",
       "      <td>19.700000</td>\n",
       "      <td>-1.810000</td>\n",
       "      <td>-4.100000</td>\n",
       "      <td>1.500000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>1004.850000</td>\n",
       "      <td>44.000000</td>\n",
       "      <td>20.345000</td>\n",
       "      <td>18.725000</td>\n",
       "      <td>22.500000</td>\n",
       "      <td>7.390000</td>\n",
       "      <td>4.350000</td>\n",
       "      <td>10.250000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>1010.500000</td>\n",
       "      <td>48.000000</td>\n",
       "      <td>21.710000</td>\n",
       "      <td>20.600000</td>\n",
       "      <td>23.200000</td>\n",
       "      <td>10.960000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>15.100000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>1016.050000</td>\n",
       "      <td>52.000000</td>\n",
       "      <td>22.710000</td>\n",
       "      <td>21.900000</td>\n",
       "      <td>24.100000</td>\n",
       "      <td>15.050000</td>\n",
       "      <td>12.050000</td>\n",
       "      <td>19.850000</td>\n",
       "      <td>1.100000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>1035.600000</td>\n",
       "      <td>59.000000</td>\n",
       "      <td>29.210000</td>\n",
       "      <td>28.200000</td>\n",
       "      <td>31.100000</td>\n",
       "      <td>26.380000</td>\n",
       "      <td>18.700000</td>\n",
       "      <td>38.500000</td>\n",
       "      <td>23.200000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              Baro    Humidity  Indoor Temperature  \\\n",
       "count   355.000000  354.000000          354.000000   \n",
       "mean   1009.998873   48.519774           21.827881   \n",
       "std       9.869662    5.188886            2.058307   \n",
       "min     979.600000   37.000000           18.040000   \n",
       "25%    1004.850000   44.000000           20.345000   \n",
       "50%    1010.500000   48.000000           21.710000   \n",
       "75%    1016.050000   52.000000           22.710000   \n",
       "max    1035.600000   59.000000           29.210000   \n",
       "\n",
       "       Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "count                      354.000000                       354.000000   \n",
       "mean                        20.555932                        23.533616   \n",
       "std                          2.405125                         1.701466   \n",
       "min                         14.900000                        19.700000   \n",
       "25%                         18.725000                        22.500000   \n",
       "50%                         20.600000                        23.200000   \n",
       "75%                         21.900000                        24.100000   \n",
       "max                         28.200000                        31.100000   \n",
       "\n",
       "       Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "count           355.000000                       355.000000   \n",
       "mean             11.138873                         7.865634   \n",
       "std               5.355040                         4.878930   \n",
       "min              -1.810000                        -4.100000   \n",
       "25%               7.390000                         4.350000   \n",
       "50%              10.960000                         8.000000   \n",
       "75%              15.050000                        12.050000   \n",
       "max              26.380000                        18.700000   \n",
       "\n",
       "       Outdoor Temperature_range (high)  Rainfall_mm  \n",
       "count                        355.000000   353.000000  \n",
       "mean                          15.524225     1.548725  \n",
       "std                            7.034445     3.324599  \n",
       "min                            1.500000     0.000000  \n",
       "25%                           10.250000     0.000000  \n",
       "50%                           15.100000     0.000000  \n",
       "75%                           19.850000     1.100000  \n",
       "max                           38.500000    23.200000  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "Merge1=Baro_df.merge(Ind_temp_df, on='DT', how='left')\n",
    "Merge2=Merge1.merge(Out_temp_df, on='DT', how='left')\n",
    "Merge3=Merge2.merge(Rainfall_temp_df, on='DT', how='left')\n",
    "\n",
    "#print(\"Min Values\",Merge3.min())\n",
    "#print(\"Max Values\",Merge3.max())\n",
    "#print(\"Mean Values\",Merge3.mean())\n",
    "#print(\"STD Values\",Merge3.std())\n",
    "Merge3.describe()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "68fd19fa",
   "metadata": {},
   "source": [
    "# Correlation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "3bd127db",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x1e3aee59910>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1620x1620 with 90 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "#plt.scatter(Merge3['Baro'],Merge3['Humidity'])\n",
    "#DF_Desc=Merge3.describe()\n",
    "DF_PP=sns.pairplot(Merge3)\n",
    "DF_PP"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3370ca20",
   "metadata": {},
   "source": [
    "# Task - 2"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "136e9045",
   "metadata": {},
   "source": [
    "# Monthly"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "0e2d2efd",
   "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>DT</th>\n",
       "      <th>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "      <th>Month</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2016-10-09</td>\n",
       "      <td>1021.9</td>\n",
       "      <td>54.0</td>\n",
       "      <td>21.93</td>\n",
       "      <td>21.0</td>\n",
       "      <td>22.8</td>\n",
       "      <td>10.66</td>\n",
       "      <td>7.2</td>\n",
       "      <td>13.8</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2016-10-10</td>\n",
       "      <td>1019.9</td>\n",
       "      <td>52.0</td>\n",
       "      <td>21.77</td>\n",
       "      <td>20.4</td>\n",
       "      <td>23.6</td>\n",
       "      <td>8.94</td>\n",
       "      <td>5.6</td>\n",
       "      <td>12.8</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2016-10-11</td>\n",
       "      <td>1015.8</td>\n",
       "      <td>51.0</td>\n",
       "      <td>21.36</td>\n",
       "      <td>19.9</td>\n",
       "      <td>23.0</td>\n",
       "      <td>8.69</td>\n",
       "      <td>5.3</td>\n",
       "      <td>14.3</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2016-10-12</td>\n",
       "      <td>1013.2</td>\n",
       "      <td>51.0</td>\n",
       "      <td>21.44</td>\n",
       "      <td>20.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>11.55</td>\n",
       "      <td>9.0</td>\n",
       "      <td>14.9</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2016-10-13</td>\n",
       "      <td>1005.9</td>\n",
       "      <td>52.0</td>\n",
       "      <td>21.22</td>\n",
       "      <td>20.1</td>\n",
       "      <td>22.3</td>\n",
       "      <td>9.40</td>\n",
       "      <td>6.0</td>\n",
       "      <td>13.3</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          DT    Baro  Humidity  Indoor Temperature  \\\n",
       "0 2016-10-09  1021.9      54.0               21.93   \n",
       "1 2016-10-10  1019.9      52.0               21.77   \n",
       "2 2016-10-11  1015.8      51.0               21.36   \n",
       "3 2016-10-12  1013.2      51.0               21.44   \n",
       "4 2016-10-13  1005.9      52.0               21.22   \n",
       "\n",
       "   Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "0                            21.0                             22.8   \n",
       "1                            20.4                             23.6   \n",
       "2                            19.9                             23.0   \n",
       "3                            20.0                             23.6   \n",
       "4                            20.1                             22.3   \n",
       "\n",
       "   Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "0                10.66                              7.2   \n",
       "1                 8.94                              5.6   \n",
       "2                 8.69                              5.3   \n",
       "3                11.55                              9.0   \n",
       "4                 9.40                              6.0   \n",
       "\n",
       "   Outdoor Temperature_range (high)  Rainfall_mm    Month  \n",
       "0                              13.8          0.0  October  \n",
       "1                              12.8          0.0  October  \n",
       "2                              14.3          0.0  October  \n",
       "3                              14.9          0.0  October  \n",
       "4                              13.3          0.0  October  "
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "DataFrm=Merge3.copy()\n",
    "#DataFrm['month'] = DataFrm.index.month_name()\n",
    "#DataFrm=DataFrm['month_name'] = DataFrm['DT'].dt.strftime('%b')\n",
    "DataFrm['Month'] = pd.DatetimeIndex(DataFrm['DT']).month_name()\n",
    "#DataFrm=DataFrm.drop(DataFrm.columns[0], axis=1, inplace=True)\n",
    "DataFrmcopy= DataFrm.copy()\n",
    "DataFrm.head()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "08dcdb75",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "\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>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "      <th>Month</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1021.9</td>\n",
       "      <td>54.0</td>\n",
       "      <td>21.93</td>\n",
       "      <td>21.0</td>\n",
       "      <td>22.8</td>\n",
       "      <td>10.66</td>\n",
       "      <td>7.2</td>\n",
       "      <td>13.8</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1019.9</td>\n",
       "      <td>52.0</td>\n",
       "      <td>21.77</td>\n",
       "      <td>20.4</td>\n",
       "      <td>23.6</td>\n",
       "      <td>8.94</td>\n",
       "      <td>5.6</td>\n",
       "      <td>12.8</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1015.8</td>\n",
       "      <td>51.0</td>\n",
       "      <td>21.36</td>\n",
       "      <td>19.9</td>\n",
       "      <td>23.0</td>\n",
       "      <td>8.69</td>\n",
       "      <td>5.3</td>\n",
       "      <td>14.3</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1013.2</td>\n",
       "      <td>51.0</td>\n",
       "      <td>21.44</td>\n",
       "      <td>20.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>11.55</td>\n",
       "      <td>9.0</td>\n",
       "      <td>14.9</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1005.9</td>\n",
       "      <td>52.0</td>\n",
       "      <td>21.22</td>\n",
       "      <td>20.1</td>\n",
       "      <td>22.3</td>\n",
       "      <td>9.40</td>\n",
       "      <td>6.0</td>\n",
       "      <td>13.3</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>350</th>\n",
       "      <td>1010.6</td>\n",
       "      <td>56.0</td>\n",
       "      <td>21.34</td>\n",
       "      <td>20.6</td>\n",
       "      <td>22.8</td>\n",
       "      <td>13.32</td>\n",
       "      <td>10.0</td>\n",
       "      <td>17.2</td>\n",
       "      <td>1.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>351</th>\n",
       "      <td>1019.2</td>\n",
       "      <td>54.0</td>\n",
       "      <td>21.34</td>\n",
       "      <td>20.3</td>\n",
       "      <td>22.3</td>\n",
       "      <td>11.58</td>\n",
       "      <td>7.2</td>\n",
       "      <td>17.6</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>352</th>\n",
       "      <td>1011.5</td>\n",
       "      <td>55.0</td>\n",
       "      <td>21.34</td>\n",
       "      <td>20.6</td>\n",
       "      <td>21.9</td>\n",
       "      <td>13.70</td>\n",
       "      <td>11.7</td>\n",
       "      <td>16.4</td>\n",
       "      <td>1.1</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>353</th>\n",
       "      <td>1013.1</td>\n",
       "      <td>55.0</td>\n",
       "      <td>21.81</td>\n",
       "      <td>20.6</td>\n",
       "      <td>23.5</td>\n",
       "      <td>13.60</td>\n",
       "      <td>9.6</td>\n",
       "      <td>21.7</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>354</th>\n",
       "      <td>1013.9</td>\n",
       "      <td>54.0</td>\n",
       "      <td>22.23</td>\n",
       "      <td>22.2</td>\n",
       "      <td>22.3</td>\n",
       "      <td>13.53</td>\n",
       "      <td>13.5</td>\n",
       "      <td>13.6</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>355 rows × 10 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       Baro  Humidity  Indoor Temperature  Indoor Temperature_range (low)  \\\n",
       "0    1021.9      54.0               21.93                            21.0   \n",
       "1    1019.9      52.0               21.77                            20.4   \n",
       "2    1015.8      51.0               21.36                            19.9   \n",
       "3    1013.2      51.0               21.44                            20.0   \n",
       "4    1005.9      52.0               21.22                            20.1   \n",
       "..      ...       ...                 ...                             ...   \n",
       "350  1010.6      56.0               21.34                            20.6   \n",
       "351  1019.2      54.0               21.34                            20.3   \n",
       "352  1011.5      55.0               21.34                            20.6   \n",
       "353  1013.1      55.0               21.81                            20.6   \n",
       "354  1013.9      54.0               22.23                            22.2   \n",
       "\n",
       "     Indoor Temperature_range (high)  Outdoor Temperature  \\\n",
       "0                               22.8                10.66   \n",
       "1                               23.6                 8.94   \n",
       "2                               23.0                 8.69   \n",
       "3                               23.6                11.55   \n",
       "4                               22.3                 9.40   \n",
       "..                               ...                  ...   \n",
       "350                             22.8                13.32   \n",
       "351                             22.3                11.58   \n",
       "352                             21.9                13.70   \n",
       "353                             23.5                13.60   \n",
       "354                             22.3                13.53   \n",
       "\n",
       "     Outdoor Temperature_range (low)  Outdoor Temperature_range (high)  \\\n",
       "0                                7.2                              13.8   \n",
       "1                                5.6                              12.8   \n",
       "2                                5.3                              14.3   \n",
       "3                                9.0                              14.9   \n",
       "4                                6.0                              13.3   \n",
       "..                               ...                               ...   \n",
       "350                             10.0                              17.2   \n",
       "351                              7.2                              17.6   \n",
       "352                             11.7                              16.4   \n",
       "353                              9.6                              21.7   \n",
       "354                             13.5                              13.6   \n",
       "\n",
       "     Rainfall_mm    Month  \n",
       "0            0.0  October  \n",
       "1            0.0  October  \n",
       "2            0.0  October  \n",
       "3            0.0  October  \n",
       "4            0.0  October  \n",
       "..           ...      ...  \n",
       "350          1.0  October  \n",
       "351          0.0  October  \n",
       "352          1.1  October  \n",
       "353          0.0  October  \n",
       "354          0.0  October  \n",
       "\n",
       "[355 rows x 10 columns]"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#DataFrm=DataFrm.groupby('Month')\n",
    "#DataFrm = DataFrm.drop(\"DT\", axis=1)\n",
    "DataFrm.drop(columns = ['DT'], inplace=True)\n",
    "DataFrm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "bed7f18c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Monthly Mean\n"
     ]
    },
    {
     "data": {
      "text/html": [
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       "\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Month</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>April</th>\n",
       "      <td>1015.37</td>\n",
       "      <td>43.70</td>\n",
       "      <td>22.10</td>\n",
       "      <td>20.73</td>\n",
       "      <td>23.63</td>\n",
       "      <td>10.31</td>\n",
       "      <td>5.99</td>\n",
       "      <td>15.89</td>\n",
       "      <td>0.24</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>August</th>\n",
       "      <td>1009.11</td>\n",
       "      <td>57.00</td>\n",
       "      <td>23.49</td>\n",
       "      <td>22.73</td>\n",
       "      <td>24.57</td>\n",
       "      <td>16.66</td>\n",
       "      <td>13.09</td>\n",
       "      <td>22.43</td>\n",
       "      <td>1.72</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>December</th>\n",
       "      <td>1018.78</td>\n",
       "      <td>45.87</td>\n",
       "      <td>19.73</td>\n",
       "      <td>18.04</td>\n",
       "      <td>21.86</td>\n",
       "      <td>6.22</td>\n",
       "      <td>3.77</td>\n",
       "      <td>8.54</td>\n",
       "      <td>0.94</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>February</th>\n",
       "      <td>1005.76</td>\n",
       "      <td>43.18</td>\n",
       "      <td>20.25</td>\n",
       "      <td>18.57</td>\n",
       "      <td>22.90</td>\n",
       "      <td>6.31</td>\n",
       "      <td>4.34</td>\n",
       "      <td>8.91</td>\n",
       "      <td>1.16</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>January</th>\n",
       "      <td>1015.42</td>\n",
       "      <td>42.48</td>\n",
       "      <td>19.56</td>\n",
       "      <td>17.53</td>\n",
       "      <td>22.71</td>\n",
       "      <td>4.42</td>\n",
       "      <td>1.78</td>\n",
       "      <td>7.09</td>\n",
       "      <td>1.16</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>July</th>\n",
       "      <td>1006.75</td>\n",
       "      <td>53.03</td>\n",
       "      <td>24.61</td>\n",
       "      <td>23.82</td>\n",
       "      <td>25.64</td>\n",
       "      <td>18.16</td>\n",
       "      <td>14.20</td>\n",
       "      <td>24.21</td>\n",
       "      <td>3.09</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>June</th>\n",
       "      <td>1006.08</td>\n",
       "      <td>51.53</td>\n",
       "      <td>24.70</td>\n",
       "      <td>23.80</td>\n",
       "      <td>25.80</td>\n",
       "      <td>17.60</td>\n",
       "      <td>13.20</td>\n",
       "      <td>23.57</td>\n",
       "      <td>1.51</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>March</th>\n",
       "      <td>1006.50</td>\n",
       "      <td>46.27</td>\n",
       "      <td>21.13</td>\n",
       "      <td>19.62</td>\n",
       "      <td>23.29</td>\n",
       "      <td>8.98</td>\n",
       "      <td>5.96</td>\n",
       "      <td>13.26</td>\n",
       "      <td>1.02</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>May</th>\n",
       "      <td>1008.86</td>\n",
       "      <td>45.10</td>\n",
       "      <td>23.20</td>\n",
       "      <td>22.18</td>\n",
       "      <td>24.44</td>\n",
       "      <td>14.53</td>\n",
       "      <td>10.04</td>\n",
       "      <td>21.13</td>\n",
       "      <td>1.41</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>November</th>\n",
       "      <td>1007.39</td>\n",
       "      <td>48.13</td>\n",
       "      <td>20.12</td>\n",
       "      <td>18.53</td>\n",
       "      <td>22.23</td>\n",
       "      <td>6.22</td>\n",
       "      <td>3.70</td>\n",
       "      <td>8.85</td>\n",
       "      <td>3.02</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>October</th>\n",
       "      <td>1013.33</td>\n",
       "      <td>52.72</td>\n",
       "      <td>21.36</td>\n",
       "      <td>20.32</td>\n",
       "      <td>22.65</td>\n",
       "      <td>11.15</td>\n",
       "      <td>8.54</td>\n",
       "      <td>14.65</td>\n",
       "      <td>0.93</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>September</th>\n",
       "      <td>1005.85</td>\n",
       "      <td>55.17</td>\n",
       "      <td>22.07</td>\n",
       "      <td>21.30</td>\n",
       "      <td>22.98</td>\n",
       "      <td>14.13</td>\n",
       "      <td>10.82</td>\n",
       "      <td>19.02</td>\n",
       "      <td>2.39</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              Baro  Humidity  Indoor Temperature  \\\n",
       "Month                                              \n",
       "April      1015.37     43.70               22.10   \n",
       "August     1009.11     57.00               23.49   \n",
       "December   1018.78     45.87               19.73   \n",
       "February   1005.76     43.18               20.25   \n",
       "January    1015.42     42.48               19.56   \n",
       "July       1006.75     53.03               24.61   \n",
       "June       1006.08     51.53               24.70   \n",
       "March      1006.50     46.27               21.13   \n",
       "May        1008.86     45.10               23.20   \n",
       "November   1007.39     48.13               20.12   \n",
       "October    1013.33     52.72               21.36   \n",
       "September  1005.85     55.17               22.07   \n",
       "\n",
       "           Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "Month                                                                        \n",
       "April                               20.73                            23.63   \n",
       "August                              22.73                            24.57   \n",
       "December                            18.04                            21.86   \n",
       "February                            18.57                            22.90   \n",
       "January                             17.53                            22.71   \n",
       "July                                23.82                            25.64   \n",
       "June                                23.80                            25.80   \n",
       "March                               19.62                            23.29   \n",
       "May                                 22.18                            24.44   \n",
       "November                            18.53                            22.23   \n",
       "October                             20.32                            22.65   \n",
       "September                           21.30                            22.98   \n",
       "\n",
       "           Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "Month                                                             \n",
       "April                    10.31                             5.99   \n",
       "August                   16.66                            13.09   \n",
       "December                  6.22                             3.77   \n",
       "February                  6.31                             4.34   \n",
       "January                   4.42                             1.78   \n",
       "July                     18.16                            14.20   \n",
       "June                     17.60                            13.20   \n",
       "March                     8.98                             5.96   \n",
       "May                      14.53                            10.04   \n",
       "November                  6.22                             3.70   \n",
       "October                  11.15                             8.54   \n",
       "September                14.13                            10.82   \n",
       "\n",
       "           Outdoor Temperature_range (high)  Rainfall_mm  \n",
       "Month                                                     \n",
       "April                                 15.89         0.24  \n",
       "August                                22.43         1.72  \n",
       "December                               8.54         0.94  \n",
       "February                               8.91         1.16  \n",
       "January                                7.09         1.16  \n",
       "July                                  24.21         3.09  \n",
       "June                                  23.57         1.51  \n",
       "March                                 13.26         1.02  \n",
       "May                                   21.13         1.41  \n",
       "November                               8.85         3.02  \n",
       "October                               14.65         0.93  \n",
       "September                             19.02         2.39  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print('Monthly Mean')\n",
    "DF_Month_Mean = DataFrm.groupby(['Month']).mean().round(decimals = 2)\n",
    "#DF_Month_Mean.index = DF_Month_Mean.sort_values(\"Month\")\n",
    "DF_Month_Mean"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "b36b4fca",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Monthly Min\n"
     ]
    },
    {
     "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>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Month</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>April</th>\n",
       "      <td>992.4</td>\n",
       "      <td>39.0</td>\n",
       "      <td>20.71</td>\n",
       "      <td>18.8</td>\n",
       "      <td>22.9</td>\n",
       "      <td>5.90</td>\n",
       "      <td>1.5</td>\n",
       "      <td>11.6</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>August</th>\n",
       "      <td>1001.9</td>\n",
       "      <td>56.0</td>\n",
       "      <td>22.02</td>\n",
       "      <td>21.7</td>\n",
       "      <td>22.7</td>\n",
       "      <td>13.50</td>\n",
       "      <td>10.0</td>\n",
       "      <td>16.1</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>December</th>\n",
       "      <td>1009.2</td>\n",
       "      <td>41.0</td>\n",
       "      <td>18.04</td>\n",
       "      <td>15.6</td>\n",
       "      <td>19.7</td>\n",
       "      <td>-1.26</td>\n",
       "      <td>-4.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>February</th>\n",
       "      <td>980.9</td>\n",
       "      <td>38.0</td>\n",
       "      <td>18.90</td>\n",
       "      <td>16.5</td>\n",
       "      <td>22.2</td>\n",
       "      <td>1.30</td>\n",
       "      <td>-0.3</td>\n",
       "      <td>2.1</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>January</th>\n",
       "      <td>998.1</td>\n",
       "      <td>37.0</td>\n",
       "      <td>18.48</td>\n",
       "      <td>16.2</td>\n",
       "      <td>21.2</td>\n",
       "      <td>-0.76</td>\n",
       "      <td>-2.5</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>July</th>\n",
       "      <td>997.7</td>\n",
       "      <td>51.0</td>\n",
       "      <td>21.90</td>\n",
       "      <td>21.4</td>\n",
       "      <td>21.9</td>\n",
       "      <td>13.91</td>\n",
       "      <td>10.6</td>\n",
       "      <td>16.9</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>June</th>\n",
       "      <td>989.9</td>\n",
       "      <td>50.0</td>\n",
       "      <td>21.77</td>\n",
       "      <td>20.7</td>\n",
       "      <td>22.5</td>\n",
       "      <td>12.43</td>\n",
       "      <td>9.1</td>\n",
       "      <td>13.8</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>March</th>\n",
       "      <td>980.8</td>\n",
       "      <td>43.0</td>\n",
       "      <td>19.67</td>\n",
       "      <td>17.8</td>\n",
       "      <td>22.5</td>\n",
       "      <td>6.02</td>\n",
       "      <td>1.7</td>\n",
       "      <td>8.7</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>May</th>\n",
       "      <td>988.2</td>\n",
       "      <td>40.0</td>\n",
       "      <td>21.76</td>\n",
       "      <td>20.6</td>\n",
       "      <td>23.0</td>\n",
       "      <td>10.53</td>\n",
       "      <td>4.2</td>\n",
       "      <td>14.5</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>November</th>\n",
       "      <td>979.6</td>\n",
       "      <td>44.0</td>\n",
       "      <td>18.11</td>\n",
       "      <td>14.9</td>\n",
       "      <td>21.4</td>\n",
       "      <td>-1.81</td>\n",
       "      <td>-4.1</td>\n",
       "      <td>1.6</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>October</th>\n",
       "      <td>998.0</td>\n",
       "      <td>49.0</td>\n",
       "      <td>20.38</td>\n",
       "      <td>19.0</td>\n",
       "      <td>21.8</td>\n",
       "      <td>7.90</td>\n",
       "      <td>3.7</td>\n",
       "      <td>10.1</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>September</th>\n",
       "      <td>987.4</td>\n",
       "      <td>52.0</td>\n",
       "      <td>21.20</td>\n",
       "      <td>20.3</td>\n",
       "      <td>21.8</td>\n",
       "      <td>11.15</td>\n",
       "      <td>7.0</td>\n",
       "      <td>15.2</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             Baro  Humidity  Indoor Temperature  \\\n",
       "Month                                             \n",
       "April       992.4      39.0               20.71   \n",
       "August     1001.9      56.0               22.02   \n",
       "December   1009.2      41.0               18.04   \n",
       "February    980.9      38.0               18.90   \n",
       "January     998.1      37.0               18.48   \n",
       "July        997.7      51.0               21.90   \n",
       "June        989.9      50.0               21.77   \n",
       "March       980.8      43.0               19.67   \n",
       "May         988.2      40.0               21.76   \n",
       "November    979.6      44.0               18.11   \n",
       "October     998.0      49.0               20.38   \n",
       "September   987.4      52.0               21.20   \n",
       "\n",
       "           Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "Month                                                                        \n",
       "April                                18.8                             22.9   \n",
       "August                               21.7                             22.7   \n",
       "December                             15.6                             19.7   \n",
       "February                             16.5                             22.2   \n",
       "January                              16.2                             21.2   \n",
       "July                                 21.4                             21.9   \n",
       "June                                 20.7                             22.5   \n",
       "March                                17.8                             22.5   \n",
       "May                                  20.6                             23.0   \n",
       "November                             14.9                             21.4   \n",
       "October                              19.0                             21.8   \n",
       "September                            20.3                             21.8   \n",
       "\n",
       "           Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "Month                                                             \n",
       "April                     5.90                              1.5   \n",
       "August                   13.50                             10.0   \n",
       "December                 -1.26                             -4.0   \n",
       "February                  1.30                             -0.3   \n",
       "January                  -0.76                             -2.5   \n",
       "July                     13.91                             10.6   \n",
       "June                     12.43                              9.1   \n",
       "March                     6.02                              1.7   \n",
       "May                      10.53                              4.2   \n",
       "November                 -1.81                             -4.1   \n",
       "October                   7.90                              3.7   \n",
       "September                11.15                              7.0   \n",
       "\n",
       "           Outdoor Temperature_range (high)  Rainfall_mm  \n",
       "Month                                                     \n",
       "April                                  11.6          0.0  \n",
       "August                                 16.1          0.0  \n",
       "December                                3.0          0.0  \n",
       "February                                2.1          0.0  \n",
       "January                                 1.5          0.0  \n",
       "July                                   16.9          0.0  \n",
       "June                                   13.8          0.0  \n",
       "March                                   8.7          0.0  \n",
       "May                                    14.5          0.0  \n",
       "November                                1.6          0.0  \n",
       "October                                10.1          0.0  \n",
       "September                              15.2          0.0  "
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print('Monthly Min')\n",
    "DF_Month_Min= DataFrm.groupby(['Month']).min().round(decimals = 2)\n",
    "#DF_Month_Min['Month']=pd.Categorical(DF_Month_Min['Month'],categories=sort_order,ordered=True)\n",
    "DF_Month_Min"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "f5df48c5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Monthly Max\n"
     ]
    },
    {
     "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>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Month</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>April</th>\n",
       "      <td>1028.6</td>\n",
       "      <td>47.0</td>\n",
       "      <td>23.16</td>\n",
       "      <td>21.7</td>\n",
       "      <td>25.0</td>\n",
       "      <td>12.85</td>\n",
       "      <td>9.9</td>\n",
       "      <td>22.4</td>\n",
       "      <td>3.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>August</th>\n",
       "      <td>1015.2</td>\n",
       "      <td>59.0</td>\n",
       "      <td>26.21</td>\n",
       "      <td>25.0</td>\n",
       "      <td>28.2</td>\n",
       "      <td>19.87</td>\n",
       "      <td>16.6</td>\n",
       "      <td>31.0</td>\n",
       "      <td>12.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>December</th>\n",
       "      <td>1035.6</td>\n",
       "      <td>50.0</td>\n",
       "      <td>23.57</td>\n",
       "      <td>20.4</td>\n",
       "      <td>25.2</td>\n",
       "      <td>12.44</td>\n",
       "      <td>11.8</td>\n",
       "      <td>13.2</td>\n",
       "      <td>17.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>February</th>\n",
       "      <td>1021.7</td>\n",
       "      <td>47.0</td>\n",
       "      <td>22.07</td>\n",
       "      <td>20.0</td>\n",
       "      <td>24.3</td>\n",
       "      <td>10.16</td>\n",
       "      <td>9.2</td>\n",
       "      <td>13.0</td>\n",
       "      <td>6.3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>January</th>\n",
       "      <td>1030.2</td>\n",
       "      <td>47.0</td>\n",
       "      <td>21.08</td>\n",
       "      <td>18.9</td>\n",
       "      <td>24.7</td>\n",
       "      <td>9.68</td>\n",
       "      <td>8.1</td>\n",
       "      <td>11.4</td>\n",
       "      <td>9.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>July</th>\n",
       "      <td>1016.2</td>\n",
       "      <td>57.0</td>\n",
       "      <td>27.61</td>\n",
       "      <td>26.4</td>\n",
       "      <td>29.3</td>\n",
       "      <td>23.09</td>\n",
       "      <td>17.4</td>\n",
       "      <td>34.3</td>\n",
       "      <td>19.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>June</th>\n",
       "      <td>1019.9</td>\n",
       "      <td>55.0</td>\n",
       "      <td>29.21</td>\n",
       "      <td>28.2</td>\n",
       "      <td>31.1</td>\n",
       "      <td>26.38</td>\n",
       "      <td>18.7</td>\n",
       "      <td>38.5</td>\n",
       "      <td>13.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>March</th>\n",
       "      <td>1025.3</td>\n",
       "      <td>52.0</td>\n",
       "      <td>22.41</td>\n",
       "      <td>21.4</td>\n",
       "      <td>25.3</td>\n",
       "      <td>14.21</td>\n",
       "      <td>11.7</td>\n",
       "      <td>19.1</td>\n",
       "      <td>6.3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>May</th>\n",
       "      <td>1019.7</td>\n",
       "      <td>51.0</td>\n",
       "      <td>26.78</td>\n",
       "      <td>25.6</td>\n",
       "      <td>28.5</td>\n",
       "      <td>22.02</td>\n",
       "      <td>14.3</td>\n",
       "      <td>33.3</td>\n",
       "      <td>16.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>November</th>\n",
       "      <td>1027.1</td>\n",
       "      <td>52.0</td>\n",
       "      <td>21.70</td>\n",
       "      <td>20.8</td>\n",
       "      <td>23.1</td>\n",
       "      <td>12.83</td>\n",
       "      <td>12.2</td>\n",
       "      <td>14.1</td>\n",
       "      <td>23.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>October</th>\n",
       "      <td>1026.9</td>\n",
       "      <td>59.0</td>\n",
       "      <td>22.23</td>\n",
       "      <td>22.2</td>\n",
       "      <td>23.6</td>\n",
       "      <td>15.21</td>\n",
       "      <td>14.0</td>\n",
       "      <td>21.7</td>\n",
       "      <td>8.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>September</th>\n",
       "      <td>1015.2</td>\n",
       "      <td>58.0</td>\n",
       "      <td>23.26</td>\n",
       "      <td>22.3</td>\n",
       "      <td>24.7</td>\n",
       "      <td>17.72</td>\n",
       "      <td>15.2</td>\n",
       "      <td>23.8</td>\n",
       "      <td>11.6</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             Baro  Humidity  Indoor Temperature  \\\n",
       "Month                                             \n",
       "April      1028.6      47.0               23.16   \n",
       "August     1015.2      59.0               26.21   \n",
       "December   1035.6      50.0               23.57   \n",
       "February   1021.7      47.0               22.07   \n",
       "January    1030.2      47.0               21.08   \n",
       "July       1016.2      57.0               27.61   \n",
       "June       1019.9      55.0               29.21   \n",
       "March      1025.3      52.0               22.41   \n",
       "May        1019.7      51.0               26.78   \n",
       "November   1027.1      52.0               21.70   \n",
       "October    1026.9      59.0               22.23   \n",
       "September  1015.2      58.0               23.26   \n",
       "\n",
       "           Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "Month                                                                        \n",
       "April                                21.7                             25.0   \n",
       "August                               25.0                             28.2   \n",
       "December                             20.4                             25.2   \n",
       "February                             20.0                             24.3   \n",
       "January                              18.9                             24.7   \n",
       "July                                 26.4                             29.3   \n",
       "June                                 28.2                             31.1   \n",
       "March                                21.4                             25.3   \n",
       "May                                  25.6                             28.5   \n",
       "November                             20.8                             23.1   \n",
       "October                              22.2                             23.6   \n",
       "September                            22.3                             24.7   \n",
       "\n",
       "           Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "Month                                                             \n",
       "April                    12.85                              9.9   \n",
       "August                   19.87                             16.6   \n",
       "December                 12.44                             11.8   \n",
       "February                 10.16                              9.2   \n",
       "January                   9.68                              8.1   \n",
       "July                     23.09                             17.4   \n",
       "June                     26.38                             18.7   \n",
       "March                    14.21                             11.7   \n",
       "May                      22.02                             14.3   \n",
       "November                 12.83                             12.2   \n",
       "October                  15.21                             14.0   \n",
       "September                17.72                             15.2   \n",
       "\n",
       "           Outdoor Temperature_range (high)  Rainfall_mm  \n",
       "Month                                                     \n",
       "April                                  22.4          3.1  \n",
       "August                                 31.0         12.6  \n",
       "December                               13.2         17.9  \n",
       "February                               13.0          6.3  \n",
       "January                                11.4          9.5  \n",
       "July                                   34.3         19.0  \n",
       "June                                   38.5         13.7  \n",
       "March                                  19.1          6.3  \n",
       "May                                    33.3         16.9  \n",
       "November                               14.1         23.2  \n",
       "October                                21.7          8.4  \n",
       "September                              23.8         11.6  "
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print('Monthly Max')\n",
    "DF_Month_Max= DataFrm.groupby(['Month']).max().round(decimals = 2)\n",
    "DF_Month_Max"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "96b8d7b7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Monthly Std\n"
     ]
    },
    {
     "data": {
      "text/html": [
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       "\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>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Month</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>April</th>\n",
       "      <td>7.88</td>\n",
       "      <td>2.15</td>\n",
       "      <td>0.61</td>\n",
       "      <td>0.69</td>\n",
       "      <td>0.56</td>\n",
       "      <td>1.58</td>\n",
       "      <td>2.07</td>\n",
       "      <td>2.38</td>\n",
       "      <td>0.71</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>August</th>\n",
       "      <td>3.38</td>\n",
       "      <td>0.82</td>\n",
       "      <td>1.06</td>\n",
       "      <td>0.99</td>\n",
       "      <td>1.36</td>\n",
       "      <td>1.77</td>\n",
       "      <td>1.65</td>\n",
       "      <td>3.49</td>\n",
       "      <td>2.91</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>December</th>\n",
       "      <td>6.59</td>\n",
       "      <td>3.05</td>\n",
       "      <td>1.16</td>\n",
       "      <td>1.35</td>\n",
       "      <td>1.04</td>\n",
       "      <td>3.54</td>\n",
       "      <td>3.87</td>\n",
       "      <td>3.10</td>\n",
       "      <td>3.37</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>February</th>\n",
       "      <td>12.85</td>\n",
       "      <td>2.60</td>\n",
       "      <td>0.78</td>\n",
       "      <td>1.00</td>\n",
       "      <td>0.48</td>\n",
       "      <td>2.86</td>\n",
       "      <td>3.13</td>\n",
       "      <td>3.15</td>\n",
       "      <td>1.76</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>January</th>\n",
       "      <td>9.83</td>\n",
       "      <td>2.78</td>\n",
       "      <td>0.64</td>\n",
       "      <td>0.72</td>\n",
       "      <td>0.81</td>\n",
       "      <td>2.89</td>\n",
       "      <td>3.25</td>\n",
       "      <td>2.44</td>\n",
       "      <td>2.53</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>July</th>\n",
       "      <td>6.17</td>\n",
       "      <td>1.73</td>\n",
       "      <td>1.55</td>\n",
       "      <td>1.43</td>\n",
       "      <td>1.79</td>\n",
       "      <td>2.43</td>\n",
       "      <td>1.74</td>\n",
       "      <td>4.59</td>\n",
       "      <td>5.17</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>June</th>\n",
       "      <td>7.42</td>\n",
       "      <td>1.36</td>\n",
       "      <td>2.21</td>\n",
       "      <td>2.03</td>\n",
       "      <td>2.52</td>\n",
       "      <td>3.76</td>\n",
       "      <td>2.45</td>\n",
       "      <td>6.16</td>\n",
       "      <td>3.09</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>March</th>\n",
       "      <td>11.36</td>\n",
       "      <td>2.30</td>\n",
       "      <td>0.78</td>\n",
       "      <td>1.02</td>\n",
       "      <td>0.55</td>\n",
       "      <td>2.19</td>\n",
       "      <td>2.71</td>\n",
       "      <td>3.15</td>\n",
       "      <td>1.74</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>May</th>\n",
       "      <td>7.79</td>\n",
       "      <td>3.25</td>\n",
       "      <td>1.38</td>\n",
       "      <td>1.42</td>\n",
       "      <td>1.44</td>\n",
       "      <td>3.03</td>\n",
       "      <td>2.92</td>\n",
       "      <td>5.07</td>\n",
       "      <td>3.56</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>November</th>\n",
       "      <td>13.12</td>\n",
       "      <td>1.50</td>\n",
       "      <td>0.86</td>\n",
       "      <td>1.26</td>\n",
       "      <td>0.46</td>\n",
       "      <td>2.95</td>\n",
       "      <td>3.21</td>\n",
       "      <td>2.84</td>\n",
       "      <td>5.78</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>October</th>\n",
       "      <td>7.65</td>\n",
       "      <td>2.50</td>\n",
       "      <td>0.41</td>\n",
       "      <td>0.65</td>\n",
       "      <td>0.46</td>\n",
       "      <td>1.90</td>\n",
       "      <td>2.44</td>\n",
       "      <td>2.13</td>\n",
       "      <td>2.01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>September</th>\n",
       "      <td>7.96</td>\n",
       "      <td>1.76</td>\n",
       "      <td>0.50</td>\n",
       "      <td>0.58</td>\n",
       "      <td>0.75</td>\n",
       "      <td>1.62</td>\n",
       "      <td>2.32</td>\n",
       "      <td>2.04</td>\n",
       "      <td>2.77</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            Baro  Humidity  Indoor Temperature  \\\n",
       "Month                                            \n",
       "April       7.88      2.15                0.61   \n",
       "August      3.38      0.82                1.06   \n",
       "December    6.59      3.05                1.16   \n",
       "February   12.85      2.60                0.78   \n",
       "January     9.83      2.78                0.64   \n",
       "July        6.17      1.73                1.55   \n",
       "June        7.42      1.36                2.21   \n",
       "March      11.36      2.30                0.78   \n",
       "May         7.79      3.25                1.38   \n",
       "November   13.12      1.50                0.86   \n",
       "October     7.65      2.50                0.41   \n",
       "September   7.96      1.76                0.50   \n",
       "\n",
       "           Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "Month                                                                        \n",
       "April                                0.69                             0.56   \n",
       "August                               0.99                             1.36   \n",
       "December                             1.35                             1.04   \n",
       "February                             1.00                             0.48   \n",
       "January                              0.72                             0.81   \n",
       "July                                 1.43                             1.79   \n",
       "June                                 2.03                             2.52   \n",
       "March                                1.02                             0.55   \n",
       "May                                  1.42                             1.44   \n",
       "November                             1.26                             0.46   \n",
       "October                              0.65                             0.46   \n",
       "September                            0.58                             0.75   \n",
       "\n",
       "           Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "Month                                                             \n",
       "April                     1.58                             2.07   \n",
       "August                    1.77                             1.65   \n",
       "December                  3.54                             3.87   \n",
       "February                  2.86                             3.13   \n",
       "January                   2.89                             3.25   \n",
       "July                      2.43                             1.74   \n",
       "June                      3.76                             2.45   \n",
       "March                     2.19                             2.71   \n",
       "May                       3.03                             2.92   \n",
       "November                  2.95                             3.21   \n",
       "October                   1.90                             2.44   \n",
       "September                 1.62                             2.32   \n",
       "\n",
       "           Outdoor Temperature_range (high)  Rainfall_mm  \n",
       "Month                                                     \n",
       "April                                  2.38         0.71  \n",
       "August                                 3.49         2.91  \n",
       "December                               3.10         3.37  \n",
       "February                               3.15         1.76  \n",
       "January                                2.44         2.53  \n",
       "July                                   4.59         5.17  \n",
       "June                                   6.16         3.09  \n",
       "March                                  3.15         1.74  \n",
       "May                                    5.07         3.56  \n",
       "November                               2.84         5.78  \n",
       "October                                2.13         2.01  \n",
       "September                              2.04         2.77  "
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print('Monthly Std')\n",
    "DF_Month_Std= DataFrm.groupby(['Month']).std().round(decimals = 2)\n",
    "DF_Month_Std"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7d9c4c21",
   "metadata": {},
   "source": [
    "# Seasonal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "7c41681c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
       "    .dataframe thead th {\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>index</th>\n",
       "      <th>Season</th>\n",
       "      <th>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "      <th>Month</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>Autumn</td>\n",
       "      <td>1021.9</td>\n",
       "      <td>54.0</td>\n",
       "      <td>21.93</td>\n",
       "      <td>21.0</td>\n",
       "      <td>22.8</td>\n",
       "      <td>10.66</td>\n",
       "      <td>7.2</td>\n",
       "      <td>13.8</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>Autumn</td>\n",
       "      <td>1019.9</td>\n",
       "      <td>52.0</td>\n",
       "      <td>21.77</td>\n",
       "      <td>20.4</td>\n",
       "      <td>23.6</td>\n",
       "      <td>8.94</td>\n",
       "      <td>5.6</td>\n",
       "      <td>12.8</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2</td>\n",
       "      <td>Autumn</td>\n",
       "      <td>1015.8</td>\n",
       "      <td>51.0</td>\n",
       "      <td>21.36</td>\n",
       "      <td>19.9</td>\n",
       "      <td>23.0</td>\n",
       "      <td>8.69</td>\n",
       "      <td>5.3</td>\n",
       "      <td>14.3</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>3</td>\n",
       "      <td>Autumn</td>\n",
       "      <td>1013.2</td>\n",
       "      <td>51.0</td>\n",
       "      <td>21.44</td>\n",
       "      <td>20.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>11.55</td>\n",
       "      <td>9.0</td>\n",
       "      <td>14.9</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>4</td>\n",
       "      <td>Autumn</td>\n",
       "      <td>1005.9</td>\n",
       "      <td>52.0</td>\n",
       "      <td>21.22</td>\n",
       "      <td>20.1</td>\n",
       "      <td>22.3</td>\n",
       "      <td>9.40</td>\n",
       "      <td>6.0</td>\n",
       "      <td>13.3</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>350</th>\n",
       "      <td>350</td>\n",
       "      <td>Autumn</td>\n",
       "      <td>1010.6</td>\n",
       "      <td>56.0</td>\n",
       "      <td>21.34</td>\n",
       "      <td>20.6</td>\n",
       "      <td>22.8</td>\n",
       "      <td>13.32</td>\n",
       "      <td>10.0</td>\n",
       "      <td>17.2</td>\n",
       "      <td>1.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>351</th>\n",
       "      <td>351</td>\n",
       "      <td>Autumn</td>\n",
       "      <td>1019.2</td>\n",
       "      <td>54.0</td>\n",
       "      <td>21.34</td>\n",
       "      <td>20.3</td>\n",
       "      <td>22.3</td>\n",
       "      <td>11.58</td>\n",
       "      <td>7.2</td>\n",
       "      <td>17.6</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>352</th>\n",
       "      <td>352</td>\n",
       "      <td>Autumn</td>\n",
       "      <td>1011.5</td>\n",
       "      <td>55.0</td>\n",
       "      <td>21.34</td>\n",
       "      <td>20.6</td>\n",
       "      <td>21.9</td>\n",
       "      <td>13.70</td>\n",
       "      <td>11.7</td>\n",
       "      <td>16.4</td>\n",
       "      <td>1.1</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>353</th>\n",
       "      <td>353</td>\n",
       "      <td>Autumn</td>\n",
       "      <td>1013.1</td>\n",
       "      <td>55.0</td>\n",
       "      <td>21.81</td>\n",
       "      <td>20.6</td>\n",
       "      <td>23.5</td>\n",
       "      <td>13.60</td>\n",
       "      <td>9.6</td>\n",
       "      <td>21.7</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>354</th>\n",
       "      <td>354</td>\n",
       "      <td>Autumn</td>\n",
       "      <td>1013.9</td>\n",
       "      <td>54.0</td>\n",
       "      <td>22.23</td>\n",
       "      <td>22.2</td>\n",
       "      <td>22.3</td>\n",
       "      <td>13.53</td>\n",
       "      <td>13.5</td>\n",
       "      <td>13.6</td>\n",
       "      <td>0.0</td>\n",
       "      <td>October</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>355 rows × 12 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     index  Season    Baro  Humidity  Indoor Temperature  \\\n",
       "0        0  Autumn  1021.9      54.0               21.93   \n",
       "1        1  Autumn  1019.9      52.0               21.77   \n",
       "2        2  Autumn  1015.8      51.0               21.36   \n",
       "3        3  Autumn  1013.2      51.0               21.44   \n",
       "4        4  Autumn  1005.9      52.0               21.22   \n",
       "..     ...     ...     ...       ...                 ...   \n",
       "350    350  Autumn  1010.6      56.0               21.34   \n",
       "351    351  Autumn  1019.2      54.0               21.34   \n",
       "352    352  Autumn  1011.5      55.0               21.34   \n",
       "353    353  Autumn  1013.1      55.0               21.81   \n",
       "354    354  Autumn  1013.9      54.0               22.23   \n",
       "\n",
       "     Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "0                              21.0                             22.8   \n",
       "1                              20.4                             23.6   \n",
       "2                              19.9                             23.0   \n",
       "3                              20.0                             23.6   \n",
       "4                              20.1                             22.3   \n",
       "..                              ...                              ...   \n",
       "350                            20.6                             22.8   \n",
       "351                            20.3                             22.3   \n",
       "352                            20.6                             21.9   \n",
       "353                            20.6                             23.5   \n",
       "354                            22.2                             22.3   \n",
       "\n",
       "     Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "0                  10.66                              7.2   \n",
       "1                   8.94                              5.6   \n",
       "2                   8.69                              5.3   \n",
       "3                  11.55                              9.0   \n",
       "4                   9.40                              6.0   \n",
       "..                   ...                              ...   \n",
       "350                13.32                             10.0   \n",
       "351                11.58                              7.2   \n",
       "352                13.70                             11.7   \n",
       "353                13.60                              9.6   \n",
       "354                13.53                             13.5   \n",
       "\n",
       "     Outdoor Temperature_range (high)  Rainfall_mm    Month  \n",
       "0                                13.8          0.0  October  \n",
       "1                                12.8          0.0  October  \n",
       "2                                14.3          0.0  October  \n",
       "3                                14.9          0.0  October  \n",
       "4                                13.3          0.0  October  \n",
       "..                                ...          ...      ...  \n",
       "350                              17.2          1.0  October  \n",
       "351                              17.6          0.0  October  \n",
       "352                              16.4          1.1  October  \n",
       "353                              21.7          0.0  October  \n",
       "354                              13.6          0.0  October  \n",
       "\n",
       "[355 rows x 12 columns]"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "seasons = ['Winter', 'Winter', 'Spring', 'Spring', 'Spring', 'Summer', 'Summer', 'Summer', 'Autumn', 'Autumn', 'Autumn', 'Winter']\n",
    "month_to_season = dict(zip(range(1,13), seasons))\n",
    "DataFrmcopy=DataFrmcopy.reset_index()\n",
    "DataFrmcopy['DT']=DataFrmcopy['DT'].dt.month.map(month_to_season)\n",
    "DataFrmcopy.rename(columns={'DT':'Season'},inplace=True)\n",
    "DataFrmcopy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "b7fba374",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Seasonal Mean\n"
     ]
    },
    {
     "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>index</th>\n",
       "      <th>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Season</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Autumn</th>\n",
       "      <td>156.99</td>\n",
       "      <td>1008.95</td>\n",
       "      <td>52.02</td>\n",
       "      <td>21.19</td>\n",
       "      <td>20.06</td>\n",
       "      <td>22.62</td>\n",
       "      <td>10.52</td>\n",
       "      <td>7.70</td>\n",
       "      <td>14.19</td>\n",
       "      <td>2.08</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Spring</th>\n",
       "      <td>187.00</td>\n",
       "      <td>1010.23</td>\n",
       "      <td>45.02</td>\n",
       "      <td>22.16</td>\n",
       "      <td>20.86</td>\n",
       "      <td>23.79</td>\n",
       "      <td>11.31</td>\n",
       "      <td>7.36</td>\n",
       "      <td>16.81</td>\n",
       "      <td>0.89</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Summer</th>\n",
       "      <td>274.00</td>\n",
       "      <td>1007.13</td>\n",
       "      <td>53.55</td>\n",
       "      <td>24.34</td>\n",
       "      <td>23.52</td>\n",
       "      <td>25.41</td>\n",
       "      <td>17.56</td>\n",
       "      <td>13.54</td>\n",
       "      <td>23.51</td>\n",
       "      <td>2.16</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Winter</th>\n",
       "      <td>97.00</td>\n",
       "      <td>1013.51</td>\n",
       "      <td>43.84</td>\n",
       "      <td>19.84</td>\n",
       "      <td>18.03</td>\n",
       "      <td>22.48</td>\n",
       "      <td>5.62</td>\n",
       "      <td>3.26</td>\n",
       "      <td>8.15</td>\n",
       "      <td>1.09</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "         index     Baro  Humidity  Indoor Temperature  \\\n",
       "Season                                                  \n",
       "Autumn  156.99  1008.95     52.02               21.19   \n",
       "Spring  187.00  1010.23     45.02               22.16   \n",
       "Summer  274.00  1007.13     53.55               24.34   \n",
       "Winter   97.00  1013.51     43.84               19.84   \n",
       "\n",
       "        Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "Season                                                                    \n",
       "Autumn                           20.06                            22.62   \n",
       "Spring                           20.86                            23.79   \n",
       "Summer                           23.52                            25.41   \n",
       "Winter                           18.03                            22.48   \n",
       "\n",
       "        Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "Season                                                         \n",
       "Autumn                10.52                             7.70   \n",
       "Spring                11.31                             7.36   \n",
       "Summer                17.56                            13.54   \n",
       "Winter                 5.62                             3.26   \n",
       "\n",
       "        Outdoor Temperature_range (high)  Rainfall_mm  \n",
       "Season                                                 \n",
       "Autumn                             14.19         2.08  \n",
       "Spring                             16.81         0.89  \n",
       "Summer                             23.51         2.16  \n",
       "Winter                              8.15         1.09  "
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print('Seasonal Mean')\n",
    "DF_Season_Mean = DataFrmcopy.groupby(['Season']).mean().round(decimals = 2)\n",
    "DF_Season_Mean"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "6f44f20f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Seasonal Min\n"
     ]
    },
    {
     "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>index</th>\n",
       "      <th>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "      <th>Month</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Season</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Autumn</th>\n",
       "      <td>0</td>\n",
       "      <td>979.6</td>\n",
       "      <td>44.0</td>\n",
       "      <td>18.11</td>\n",
       "      <td>14.9</td>\n",
       "      <td>21.4</td>\n",
       "      <td>-1.81</td>\n",
       "      <td>-4.1</td>\n",
       "      <td>1.6</td>\n",
       "      <td>0.0</td>\n",
       "      <td>November</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Spring</th>\n",
       "      <td>142</td>\n",
       "      <td>980.8</td>\n",
       "      <td>39.0</td>\n",
       "      <td>19.67</td>\n",
       "      <td>17.8</td>\n",
       "      <td>22.5</td>\n",
       "      <td>5.90</td>\n",
       "      <td>1.5</td>\n",
       "      <td>8.7</td>\n",
       "      <td>0.0</td>\n",
       "      <td>April</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Summer</th>\n",
       "      <td>233</td>\n",
       "      <td>989.9</td>\n",
       "      <td>50.0</td>\n",
       "      <td>21.77</td>\n",
       "      <td>20.7</td>\n",
       "      <td>21.9</td>\n",
       "      <td>12.43</td>\n",
       "      <td>9.1</td>\n",
       "      <td>13.8</td>\n",
       "      <td>0.0</td>\n",
       "      <td>August</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Winter</th>\n",
       "      <td>53</td>\n",
       "      <td>980.9</td>\n",
       "      <td>37.0</td>\n",
       "      <td>18.04</td>\n",
       "      <td>15.6</td>\n",
       "      <td>19.7</td>\n",
       "      <td>-1.26</td>\n",
       "      <td>-4.0</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.0</td>\n",
       "      <td>December</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        index   Baro  Humidity  Indoor Temperature  \\\n",
       "Season                                               \n",
       "Autumn      0  979.6      44.0               18.11   \n",
       "Spring    142  980.8      39.0               19.67   \n",
       "Summer    233  989.9      50.0               21.77   \n",
       "Winter     53  980.9      37.0               18.04   \n",
       "\n",
       "        Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "Season                                                                    \n",
       "Autumn                            14.9                             21.4   \n",
       "Spring                            17.8                             22.5   \n",
       "Summer                            20.7                             21.9   \n",
       "Winter                            15.6                             19.7   \n",
       "\n",
       "        Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "Season                                                         \n",
       "Autumn                -1.81                             -4.1   \n",
       "Spring                 5.90                              1.5   \n",
       "Summer                12.43                              9.1   \n",
       "Winter                -1.26                             -4.0   \n",
       "\n",
       "        Outdoor Temperature_range (high)  Rainfall_mm     Month  \n",
       "Season                                                           \n",
       "Autumn                               1.6          0.0  November  \n",
       "Spring                               8.7          0.0     April  \n",
       "Summer                              13.8          0.0    August  \n",
       "Winter                               1.5          0.0  December  "
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print('Seasonal Min')\n",
    "DF_Season_Min = DataFrmcopy.groupby(['Season']).min().round(decimals = 2)\n",
    "DF_Season_Min"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "31071d0a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Seasonal Max\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "\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>index</th>\n",
       "      <th>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "      <th>Month</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Season</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Autumn</th>\n",
       "      <td>354</td>\n",
       "      <td>1027.1</td>\n",
       "      <td>59.0</td>\n",
       "      <td>23.26</td>\n",
       "      <td>22.3</td>\n",
       "      <td>24.7</td>\n",
       "      <td>17.72</td>\n",
       "      <td>15.2</td>\n",
       "      <td>23.8</td>\n",
       "      <td>23.2</td>\n",
       "      <td>September</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Spring</th>\n",
       "      <td>232</td>\n",
       "      <td>1028.6</td>\n",
       "      <td>52.0</td>\n",
       "      <td>26.78</td>\n",
       "      <td>25.6</td>\n",
       "      <td>28.5</td>\n",
       "      <td>22.02</td>\n",
       "      <td>14.3</td>\n",
       "      <td>33.3</td>\n",
       "      <td>16.9</td>\n",
       "      <td>May</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Summer</th>\n",
       "      <td>315</td>\n",
       "      <td>1019.9</td>\n",
       "      <td>59.0</td>\n",
       "      <td>29.21</td>\n",
       "      <td>28.2</td>\n",
       "      <td>31.1</td>\n",
       "      <td>26.38</td>\n",
       "      <td>18.7</td>\n",
       "      <td>38.5</td>\n",
       "      <td>19.0</td>\n",
       "      <td>June</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Winter</th>\n",
       "      <td>141</td>\n",
       "      <td>1035.6</td>\n",
       "      <td>50.0</td>\n",
       "      <td>23.57</td>\n",
       "      <td>20.4</td>\n",
       "      <td>25.2</td>\n",
       "      <td>12.44</td>\n",
       "      <td>11.8</td>\n",
       "      <td>13.2</td>\n",
       "      <td>17.9</td>\n",
       "      <td>January</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        index    Baro  Humidity  Indoor Temperature  \\\n",
       "Season                                                \n",
       "Autumn    354  1027.1      59.0               23.26   \n",
       "Spring    232  1028.6      52.0               26.78   \n",
       "Summer    315  1019.9      59.0               29.21   \n",
       "Winter    141  1035.6      50.0               23.57   \n",
       "\n",
       "        Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "Season                                                                    \n",
       "Autumn                            22.3                             24.7   \n",
       "Spring                            25.6                             28.5   \n",
       "Summer                            28.2                             31.1   \n",
       "Winter                            20.4                             25.2   \n",
       "\n",
       "        Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "Season                                                         \n",
       "Autumn                17.72                             15.2   \n",
       "Spring                22.02                             14.3   \n",
       "Summer                26.38                             18.7   \n",
       "Winter                12.44                             11.8   \n",
       "\n",
       "        Outdoor Temperature_range (high)  Rainfall_mm      Month  \n",
       "Season                                                            \n",
       "Autumn                              23.8         23.2  September  \n",
       "Spring                              33.3         16.9        May  \n",
       "Summer                              38.5         19.0       June  \n",
       "Winter                              13.2         17.9    January  "
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print('Seasonal Max')\n",
    "DF_Season_Max = DataFrmcopy.groupby(['Season']).max().round(decimals = 2)\n",
    "DF_Season_Max"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "c4b57d9e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Seasonal Std\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "\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>index</th>\n",
       "      <th>Baro</th>\n",
       "      <th>Humidity</th>\n",
       "      <th>Indoor Temperature</th>\n",
       "      <th>Indoor Temperature_range (low)</th>\n",
       "      <th>Indoor Temperature_range (high)</th>\n",
       "      <th>Outdoor Temperature</th>\n",
       "      <th>Outdoor Temperature_range (low)</th>\n",
       "      <th>Outdoor Temperature_range (high)</th>\n",
       "      <th>Rainfall_mm</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Season</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Autumn</th>\n",
       "      <td>154.16</td>\n",
       "      <td>10.28</td>\n",
       "      <td>3.50</td>\n",
       "      <td>1.01</td>\n",
       "      <td>1.44</td>\n",
       "      <td>0.64</td>\n",
       "      <td>3.92</td>\n",
       "      <td>3.97</td>\n",
       "      <td>4.75</td>\n",
       "      <td>3.91</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Spring</th>\n",
       "      <td>26.41</td>\n",
       "      <td>9.80</td>\n",
       "      <td>2.80</td>\n",
       "      <td>1.30</td>\n",
       "      <td>1.51</td>\n",
       "      <td>1.06</td>\n",
       "      <td>3.34</td>\n",
       "      <td>3.22</td>\n",
       "      <td>4.95</td>\n",
       "      <td>2.35</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Summer</th>\n",
       "      <td>24.10</td>\n",
       "      <td>6.15</td>\n",
       "      <td>2.60</td>\n",
       "      <td>1.78</td>\n",
       "      <td>1.64</td>\n",
       "      <td>2.04</td>\n",
       "      <td>2.88</td>\n",
       "      <td>2.05</td>\n",
       "      <td>4.98</td>\n",
       "      <td>3.98</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Winter</th>\n",
       "      <td>25.84</td>\n",
       "      <td>11.30</td>\n",
       "      <td>3.15</td>\n",
       "      <td>0.93</td>\n",
       "      <td>1.12</td>\n",
       "      <td>0.92</td>\n",
       "      <td>3.21</td>\n",
       "      <td>3.57</td>\n",
       "      <td>2.98</td>\n",
       "      <td>2.61</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "         index   Baro  Humidity  Indoor Temperature  \\\n",
       "Season                                                \n",
       "Autumn  154.16  10.28      3.50                1.01   \n",
       "Spring   26.41   9.80      2.80                1.30   \n",
       "Summer   24.10   6.15      2.60                1.78   \n",
       "Winter   25.84  11.30      3.15                0.93   \n",
       "\n",
       "        Indoor Temperature_range (low)  Indoor Temperature_range (high)  \\\n",
       "Season                                                                    \n",
       "Autumn                            1.44                             0.64   \n",
       "Spring                            1.51                             1.06   \n",
       "Summer                            1.64                             2.04   \n",
       "Winter                            1.12                             0.92   \n",
       "\n",
       "        Outdoor Temperature  Outdoor Temperature_range (low)  \\\n",
       "Season                                                         \n",
       "Autumn                 3.92                             3.97   \n",
       "Spring                 3.34                             3.22   \n",
       "Summer                 2.88                             2.05   \n",
       "Winter                 3.21                             3.57   \n",
       "\n",
       "        Outdoor Temperature_range (high)  Rainfall_mm  \n",
       "Season                                                 \n",
       "Autumn                              4.75         3.91  \n",
       "Spring                              4.95         2.35  \n",
       "Summer                              4.98         3.98  \n",
       "Winter                              2.98         2.61  "
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print('Seasonal Std')\n",
    "DF_Season_Std = DataFrmcopy.groupby(['Season']).std().round(decimals = 2)\n",
    "DF_Season_Std"
   ]
  }
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