chatgpt-reviews-eda.ipynb

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    "tags": []
   },
   "source": [
    "# Importing Libraries"
   ]
  },
  {
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    "lastSuccessfullyExecutedCode": "import pandas as pd\nimport matplotlib.pyplot as plt\nimport seaborn as sns\nimport warnings\nwarnings.filterwarnings(\"ignore\")  # Ignore all warnings (not recommended)\nimport numpy as np\nimport calendar\nimport matplotlib.ticker as mticker",
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   "source": [
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")  # Ignore all warnings (not recommended)\n",
    "import numpy as np\n",
    "import calendar\n",
    "import matplotlib.ticker as mticker"
   ]
  },
  {
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   "source": [
    "def add_bar_annotations(ax, offset=8):\n",
    "    for p in ax.patches:\n",
    "        ax.annotate(format(p.get_height(), '.0f'),\n",
    "                    (p.get_x() + p.get_width() / 2., p.get_height()),\n",
    "                    ha='center', va='center',\n",
    "                    xytext=(0, offset),  # Vertical offset\n",
    "                    textcoords='offset points',\n",
    "                    fontweight='bold')"
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  {
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     "start_time": "2024-05-23T12:17:43.157527",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "# Data collection and Exploration"
   ]
  },
  {
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   "execution_count": 3,
   "id": "d774652a",
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    "lastSuccessfullyExecutedCode": "reviews = pd.read_csv(\"chatgpt_reviews.csv\")\n",
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    "scrolled": true,
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   "outputs": [],
   "source": [
    "reviews = pd.read_csv(\"/kaggle/input/chatgpt-reviews-daily-updated/chatgpt_reviews.csv\")\n"
   ]
  },
  {
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   "execution_count": 4,
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>reviewId</th>\n",
       "      <th>userName</th>\n",
       "      <th>content</th>\n",
       "      <th>score</th>\n",
       "      <th>thumbsUpCount</th>\n",
       "      <th>reviewCreatedVersion</th>\n",
       "      <th>at</th>\n",
       "      <th>appVersion</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>8103ca13-896b-4f2f-a6d0-5e0acbcf91ef</td>\n",
       "      <td>Somto Okechi</td>\n",
       "      <td>this is super intelligent ...you should try it</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>1.2024.131</td>\n",
       "      <td>2024-05-21 23:04:10</td>\n",
       "      <td>1.2024.131</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>106dc1ff-394a-4154-a16d-edfb2462c5a7</td>\n",
       "      <td>Felipe Sandoval</td>\n",
       "      <td>Me cambio la vida el asistente</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2024-05-21 23:01:54</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>f65167ae-a7d3-48d2-b708-f3506018763a</td>\n",
       "      <td>Isaiah</td>\n",
       "      <td>it helped me so much you need to get it!!!</td>\n",
       "      <td>5</td>\n",
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       "      <th>3</th>\n",
       "      <td>a1b0f9df-9a31-4880-9838-6692d379c889</td>\n",
       "      <td>ReX MEDIA STUDIOX</td>\n",
       "      <td>Great 👌</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>1.2024.131</td>\n",
       "      <td>2024-05-21 23:00:24</td>\n",
       "      <td>1.2024.131</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>8c159eba-cce9-4cff-84af-7fae1024cdf8</td>\n",
       "      <td>jessica lyn</td>\n",
       "      <td>Careful, you can't change the model so it deci...</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1.2024.131</td>\n",
       "      <td>2024-05-21 22:53:28</td>\n",
       "      <td>1.2024.131</td>\n",
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       "                               reviewId           userName  \\\n",
       "0  8103ca13-896b-4f2f-a6d0-5e0acbcf91ef       Somto Okechi   \n",
       "1  106dc1ff-394a-4154-a16d-edfb2462c5a7    Felipe Sandoval   \n",
       "2  f65167ae-a7d3-48d2-b708-f3506018763a             Isaiah   \n",
       "3  a1b0f9df-9a31-4880-9838-6692d379c889  ReX MEDIA STUDIOX   \n",
       "4  8c159eba-cce9-4cff-84af-7fae1024cdf8        jessica lyn   \n",
       "\n",
       "                                             content  score  thumbsUpCount  \\\n",
       "0     this is super intelligent ...you should try it      3              0   \n",
       "1                     Me cambio la vida el asistente      5              0   \n",
       "2         it helped me so much you need to get it!!!      5              0   \n",
       "3                                            Great 👌      5              0   \n",
       "4  Careful, you can't change the model so it deci...      1              0   \n",
       "\n",
       "  reviewCreatedVersion                   at  appVersion  \n",
       "0           1.2024.131  2024-05-21 23:04:10  1.2024.131  \n",
       "1                  NaN  2024-05-21 23:01:54         NaN  \n",
       "2           1.2024.131  2024-05-21 23:01:51  1.2024.131  \n",
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       "4           1.2024.131  2024-05-21 22:53:28  1.2024.131  "
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     },
     "execution_count": 4,
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   ],
   "source": [
    "reviews.head()"
   ]
  },
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      "Total enteries :  122962\n",
      "Total attributes :  8\n"
     ]
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   ],
   "source": [
    "print(\"Total enteries : \",reviews.shape[0]) \n",
    "print(\"Total attributes : \",reviews.shape[1]) "
   ]
  },
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     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 122962 entries, 0 to 122961\n",
      "Data columns (total 8 columns):\n",
      " #   Column                Non-Null Count   Dtype \n",
      "---  ------                --------------   ----- \n",
      " 0   reviewId              122962 non-null  object\n",
      " 1   userName              122961 non-null  object\n",
      " 2   content               122958 non-null  object\n",
      " 3   score                 122962 non-null  int64 \n",
      " 4   thumbsUpCount         122962 non-null  int64 \n",
      " 5   reviewCreatedVersion  112500 non-null  object\n",
      " 6   at                    122962 non-null  object\n",
      " 7   appVersion            112500 non-null  object\n",
      "dtypes: int64(2), object(6)\n",
      "memory usage: 7.5+ MB\n"
     ]
    }
   ],
   "source": [
    "reviews.info()"
   ]
  },
  {
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       "      <td>122962.000000</td>\n",
       "      <td>122962.000000</td>\n",
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       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>4.497804</td>\n",
       "      <td>0.571746</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>1.089754</td>\n",
       "      <td>13.225767</td>\n",
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       "      <th>min</th>\n",
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       "      <th>max</th>\n",
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       "               score  thumbsUpCount\n",
       "count  122962.000000  122962.000000\n",
       "mean        4.497804       0.571746\n",
       "std         1.089754      13.225767\n",
       "min         1.000000       0.000000\n",
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       "50%         5.000000       0.000000\n",
       "75%         5.000000       0.000000\n",
       "max         5.000000    1193.000000"
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     "execution_count": 7,
     "metadata": {},
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   ],
   "source": [
    "reviews.describe()"
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>reviewId</th>\n",
       "      <th>userName</th>\n",
       "      <th>content</th>\n",
       "      <th>reviewCreatedVersion</th>\n",
       "      <th>at</th>\n",
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       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>122962</td>\n",
       "      <td>122961</td>\n",
       "      <td>122958</td>\n",
       "      <td>112500</td>\n",
       "      <td>122962</td>\n",
       "      <td>112500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>unique</th>\n",
       "      <td>120339</td>\n",
       "      <td>114464</td>\n",
       "      <td>82976</td>\n",
       "      <td>62</td>\n",
       "      <td>119390</td>\n",
       "      <td>62</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>top</th>\n",
       "      <td>eee4fae2-4e13-477c-bef9-c9e7a96e1ff6</td>\n",
       "      <td>Amit Kumar</td>\n",
       "      <td>good</td>\n",
       "      <td>1.2024.073</td>\n",
       "      <td>2024-05-12 08:41:31</td>\n",
       "      <td>1.2024.073</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>freq</th>\n",
       "      <td>6</td>\n",
       "      <td>23</td>\n",
       "      <td>3798</td>\n",
       "      <td>8310</td>\n",
       "      <td>12</td>\n",
       "      <td>8310</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                    reviewId    userName content  \\\n",
       "count                                 122962      122961  122958   \n",
       "unique                                120339      114464   82976   \n",
       "top     eee4fae2-4e13-477c-bef9-c9e7a96e1ff6  Amit Kumar    good   \n",
       "freq                                       6          23    3798   \n",
       "\n",
       "       reviewCreatedVersion                   at  appVersion  \n",
       "count                112500               122962      112500  \n",
       "unique                   62               119390          62  \n",
       "top              1.2024.073  2024-05-12 08:41:31  1.2024.073  \n",
       "freq                   8310                   12        8310  "
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "reviews.describe(include = ['object', 'category'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "f002f345",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:44.932704Z",
     "iopub.status.busy": "2024-05-23T12:17:44.932343Z",
     "iopub.status.idle": "2024-05-23T12:17:45.370955Z",
     "shell.execute_reply": "2024-05-23T12:17:45.369936Z"
    },
    "executionCancelledAt": null,
    "executionTime": 302,
    "lastExecutedAt": 1715951558113,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "plt.figure(figsize=(5,3))\nreviews_scores_log = np.log(reviews['thumbsUpCount'])\nsns.histplot(x = reviews_scores_log, bins = 30)\nplt.show()",
    "papermill": {
     "duration": 0.460927,
     "end_time": "2024-05-23T12:17:45.373201",
     "exception": false,
     "start_time": "2024-05-23T12:17:44.912274",
     "status": "completed"
    },
    "scrolled": true,
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5,3))\n",
    "reviews_scores_log = np.log(reviews['thumbsUpCount'])\n",
    "sns.histplot(x = reviews_scores_log, bins = 30)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f36f21c1",
   "metadata": {
    "papermill": {
     "duration": 0.01984,
     "end_time": "2024-05-23T12:17:45.413073",
     "exception": false,
     "start_time": "2024-05-23T12:17:45.393233",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "`thumbsUpCount` shows positively skewed distribution means that most of the entries are 0."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cfab272f",
   "metadata": {
    "papermill": {
     "duration": 0.018961,
     "end_time": "2024-05-23T12:17:45.451976",
     "exception": false,
     "start_time": "2024-05-23T12:17:45.433015",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "# Data Cleaning"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b15364a1",
   "metadata": {
    "papermill": {
     "duration": 0.019722,
     "end_time": "2024-05-23T12:17:45.490569",
     "exception": false,
     "start_time": "2024-05-23T12:17:45.470847",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Removing Duplicates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "4ae293fd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:45.529789Z",
     "iopub.status.busy": "2024-05-23T12:17:45.529371Z",
     "iopub.status.idle": "2024-05-23T12:17:45.716894Z",
     "shell.execute_reply": "2024-05-23T12:17:45.715871Z"
    },
    "executionCancelledAt": null,
    "executionTime": 110,
    "lastExecutedAt": 1715951558223,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "len(reviews[reviews.duplicated()])",
    "papermill": {
     "duration": 0.209667,
     "end_time": "2024-05-23T12:17:45.719343",
     "exception": false,
     "start_time": "2024-05-23T12:17:45.509676",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2509"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(reviews[reviews.duplicated()])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "fa9b1d4a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:45.760030Z",
     "iopub.status.busy": "2024-05-23T12:17:45.759094Z",
     "iopub.status.idle": "2024-05-23T12:17:45.954539Z",
     "shell.execute_reply": "2024-05-23T12:17:45.953341Z"
    },
    "executionCancelledAt": null,
    "executionTime": 118,
    "lastExecutedAt": 1715951558341,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews.drop_duplicates(inplace = True)",
    "papermill": {
     "duration": 0.218404,
     "end_time": "2024-05-23T12:17:45.957283",
     "exception": false,
     "start_time": "2024-05-23T12:17:45.738879",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "reviews.drop_duplicates(inplace = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e09b2c1d",
   "metadata": {
    "papermill": {
     "duration": 0.019078,
     "end_time": "2024-05-23T12:17:45.996374",
     "exception": false,
     "start_time": "2024-05-23T12:17:45.977296",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Dropping Irrelevant Columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "1ad9c811",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:46.036827Z",
     "iopub.status.busy": "2024-05-23T12:17:46.036441Z",
     "iopub.status.idle": "2024-05-23T12:17:46.063940Z",
     "shell.execute_reply": "2024-05-23T12:17:46.063105Z"
    },
    "executionCancelledAt": null,
    "executionTime": 58,
    "lastExecutedAt": 1715951558401,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "# Dropping reviewId, userName columns\nreviews.drop(['reviewId', 'userName'], axis = 1, inplace = True)\n\n# Also removing reviewCreatedVersion as this column is a duplicate of appVersion as shown in describe() above\nreviews.drop('reviewCreatedVersion', axis = 1, inplace = True)",
    "papermill": {
     "duration": 0.050689,
     "end_time": "2024-05-23T12:17:46.066169",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.015480",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Dropping reviewId, userName columns\n",
    "reviews.drop(['reviewId', 'userName'], axis = 1, inplace = True)\n",
    "\n",
    "# Also removing reviewCreatedVersion as this column is a duplicate of appVersion as shown in describe() above\n",
    "reviews.drop('reviewCreatedVersion', axis = 1, inplace = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8bf039ad",
   "metadata": {
    "papermill": {
     "duration": 0.019087,
     "end_time": "2024-05-23T12:17:46.104406",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.085319",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Null Values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "fceba115",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:46.145520Z",
     "iopub.status.busy": "2024-05-23T12:17:46.145163Z",
     "iopub.status.idle": "2024-05-23T12:17:46.190696Z",
     "shell.execute_reply": "2024-05-23T12:17:46.189544Z"
    },
    "executionCancelledAt": null,
    "executionTime": 60,
    "lastExecutedAt": 1715951558461,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews.isna().sum()",
    "outputsMetadata": {
     "0": {
      "height": 193,
      "type": "dataFrame"
     }
    },
    "papermill": {
     "duration": 0.068562,
     "end_time": "2024-05-23T12:17:46.192772",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.124210",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "content              4\n",
       "score                0\n",
       "thumbsUpCount        0\n",
       "at                   0\n",
       "appVersion       10332\n",
       "dtype: int64"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "reviews.isna().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "85de12df",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:46.234324Z",
     "iopub.status.busy": "2024-05-23T12:17:46.233688Z",
     "iopub.status.idle": "2024-05-23T12:17:46.266043Z",
     "shell.execute_reply": "2024-05-23T12:17:46.265128Z"
    },
    "executionCancelledAt": null,
    "executionTime": 56,
    "lastExecutedAt": 1715951558517,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "# Removing rows with null values in content as the null count is only 4\nreviews.dropna(subset = ['content'], inplace = True)",
    "papermill": {
     "duration": 0.055453,
     "end_time": "2024-05-23T12:17:46.268245",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.212792",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Removing rows with null values in content as the null count is only 4\n",
    "reviews.dropna(subset = ['content'], inplace = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "166a4e92",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:46.358788Z",
     "iopub.status.busy": "2024-05-23T12:17:46.357725Z",
     "iopub.status.idle": "2024-05-23T12:17:46.402490Z",
     "shell.execute_reply": "2024-05-23T12:17:46.401707Z"
    },
    "executionCancelledAt": null,
    "executionTime": 52,
    "lastExecutedAt": 1715951558569,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "modes_score = reviews.groupby('score')['appVersion'].agg(lambda x: x.mode().iloc[0]).to_dict()\n\n# Imputing null values in appVersion based on the most frequent values in corresponding score subgroups\nreviews['appVersion'].fillna(reviews['score'].map(modes_score), inplace = True)",
    "papermill": {
     "duration": 0.068715,
     "end_time": "2024-05-23T12:17:46.404868",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.336153",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "modes_score = reviews.groupby('score')['appVersion'].agg(lambda x: x.mode().iloc[0]).to_dict()\n",
    "\n",
    "# Imputing null values in appVersion based on the most frequent values in corresponding score subgroups\n",
    "reviews['appVersion'].fillna(reviews['score'].map(modes_score), inplace = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "1dcb90ad",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:46.446867Z",
     "iopub.status.busy": "2024-05-23T12:17:46.445852Z",
     "iopub.status.idle": "2024-05-23T12:17:46.491322Z",
     "shell.execute_reply": "2024-05-23T12:17:46.490336Z"
    },
    "executionCancelledAt": null,
    "executionTime": 60,
    "lastExecutedAt": 1715951558630,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews.isna().sum()",
    "outputsMetadata": {
     "0": {
      "height": 193,
      "type": "dataFrame"
     }
    },
    "papermill": {
     "duration": 0.069093,
     "end_time": "2024-05-23T12:17:46.493946",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.424853",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "content          0\n",
       "score            0\n",
       "thumbsUpCount    0\n",
       "at               0\n",
       "appVersion       0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "reviews.isna().sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1fde621e",
   "metadata": {
    "papermill": {
     "duration": 0.0196,
     "end_time": "2024-05-23T12:17:46.533475",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.513875",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Data Types"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "2b77c738",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:46.574209Z",
     "iopub.status.busy": "2024-05-23T12:17:46.573835Z",
     "iopub.status.idle": "2024-05-23T12:17:46.581506Z",
     "shell.execute_reply": "2024-05-23T12:17:46.580554Z"
    },
    "executionCancelledAt": null,
    "executionTime": 63,
    "lastExecutedAt": 1715951558693,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews.dtypes",
    "papermill": {
     "duration": 0.030318,
     "end_time": "2024-05-23T12:17:46.583380",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.553062",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "content          object\n",
       "score             int64\n",
       "thumbsUpCount     int64\n",
       "at               object\n",
       "appVersion       object\n",
       "dtype: object"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "reviews.dtypes"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "19f5220f",
   "metadata": {
    "papermill": {
     "duration": 0.019254,
     "end_time": "2024-05-23T12:17:46.622245",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.602991",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### Datatype of `score` from `int` to `category`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "bbd111f5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:46.664073Z",
     "iopub.status.busy": "2024-05-23T12:17:46.663379Z",
     "iopub.status.idle": "2024-05-23T12:17:46.667867Z",
     "shell.execute_reply": "2024-05-23T12:17:46.666909Z"
    },
    "executionCancelledAt": null,
    "executionTime": 48,
    "lastExecutedAt": 1715951558741,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "# reviews['score'] = reviews['score'].astype('category')\n# reviews['score'] = reviews['score'].cat.reorder_categories(\n#     new_categories = [1,2,3,4,5]\n# )",
    "papermill": {
     "duration": 0.028729,
     "end_time": "2024-05-23T12:17:46.670353",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.641624",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# reviews['score'] = reviews['score'].astype('category')\n",
    "# reviews['score'] = reviews['score'].cat.reorder_categories(\n",
    "#     new_categories = [1,2,3,4,5]\n",
    "# )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "88d9f539",
   "metadata": {
    "papermill": {
     "duration": 0.020803,
     "end_time": "2024-05-23T12:17:46.711276",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.690473",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### `at` column"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e8e43aa8",
   "metadata": {
    "papermill": {
     "duration": 0.020515,
     "end_time": "2024-05-23T12:17:46.752710",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.732195",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "#### renaming `at` to `Time`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "5062fb24",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:46.795828Z",
     "iopub.status.busy": "2024-05-23T12:17:46.794767Z",
     "iopub.status.idle": "2024-05-23T12:17:46.801073Z",
     "shell.execute_reply": "2024-05-23T12:17:46.800044Z"
    },
    "executionCancelledAt": null,
    "executionTime": 48,
    "lastExecutedAt": 1715951558789,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews.rename(columns = {'at':'Time'}, inplace = True)",
    "papermill": {
     "duration": 0.030123,
     "end_time": "2024-05-23T12:17:46.803169",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.773046",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "reviews.rename(columns = {'at':'Time'}, inplace = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ef64ba75",
   "metadata": {
    "papermill": {
     "duration": 0.020648,
     "end_time": "2024-05-23T12:17:46.844942",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.824294",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "#### converting datatype of `Time` from `object` to `datetime`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "903d60f5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:46.888057Z",
     "iopub.status.busy": "2024-05-23T12:17:46.887671Z",
     "iopub.status.idle": "2024-05-23T12:17:46.940232Z",
     "shell.execute_reply": "2024-05-23T12:17:46.939168Z"
    },
    "executionCancelledAt": null,
    "executionTime": 68,
    "lastExecutedAt": 1715951558857,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews['Time'] = pd.to_datetime(reviews['Time'])",
    "papermill": {
     "duration": 0.076899,
     "end_time": "2024-05-23T12:17:46.942635",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.865736",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "reviews['Time'] = pd.to_datetime(reviews['Time'])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1f061ab7",
   "metadata": {
    "papermill": {
     "duration": 0.020548,
     "end_time": "2024-05-23T12:17:46.984734",
     "exception": false,
     "start_time": "2024-05-23T12:17:46.964186",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### `appVersion` Column"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6cb9cd29",
   "metadata": {
    "papermill": {
     "duration": 0.020804,
     "end_time": "2024-05-23T12:17:47.026576",
     "exception": false,
     "start_time": "2024-05-23T12:17:47.005772",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "#### Converting data type from `object` to `categorical`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "bc407475",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:47.068484Z",
     "iopub.status.busy": "2024-05-23T12:17:47.068124Z",
     "iopub.status.idle": "2024-05-23T12:17:47.072668Z",
     "shell.execute_reply": "2024-05-23T12:17:47.071786Z"
    },
    "executionCancelledAt": null,
    "executionTime": 47,
    "lastExecutedAt": 1715951558905,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "# reviews['appVersion'] = reviews['appVersion'].astype('category')",
    "papermill": {
     "duration": 0.028,
     "end_time": "2024-05-23T12:17:47.074851",
     "exception": false,
     "start_time": "2024-05-23T12:17:47.046851",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# reviews['appVersion'] = reviews['appVersion'].astype('category')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7cd861de",
   "metadata": {
    "papermill": {
     "duration": 0.020667,
     "end_time": "2024-05-23T12:17:47.115942",
     "exception": false,
     "start_time": "2024-05-23T12:17:47.095275",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Creating new Columns"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "40d6d00b",
   "metadata": {
    "papermill": {
     "duration": 0.020388,
     "end_time": "2024-05-23T12:17:47.156873",
     "exception": false,
     "start_time": "2024-05-23T12:17:47.136485",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### `Rating Type` from `content`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "84938b1e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:47.198739Z",
     "iopub.status.busy": "2024-05-23T12:17:47.198344Z",
     "iopub.status.idle": "2024-05-23T12:17:49.312831Z",
     "shell.execute_reply": "2024-05-23T12:17:49.311694Z"
    },
    "executionCancelledAt": null,
    "executionTime": 871,
    "lastExecutedAt": 1715951559777,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "# Define new categories for Rating level column\nratings = ['Excellent', 'Good', 'Average', 'Fair', 'Poor']\n\n#Define words for conditions\nExcellent = \"best|excellent|amazing|perfect|great|super|useful|wow|insane|exceptional|tremendous|professional|outstanding|loving|wonderful\"\nGood = \"good|nice|easier|accha|smart|quick|helpful|fast\"\nAverage = \"update|satisfied|but|better\"\nFair = \"ok|slow|not|wrong|lack|weak|costly|can’t|don’t|doesnt|cannot|doesn’t\"\nPoor = \"bugs|trash|worst|broken|fake|pathetic|careful|worse|bad|useless|stupid|inaccurate|poor|problem|terrible|error|incorrect|crash|garbage|failed|glitch|scam|😡|mistake\"\n\n# Defining conditions\nconditions = [\n    reviews['content'].str.lower().str.contains(Excellent),\n    reviews['content'].str.lower().str.contains(Good),\n    reviews['content'].str.lower().str.contains(Average),\n    reviews['content'].str.lower().str.contains(Fair),\n    reviews['content'].str.lower().str.contains(Poor)\n]\n\n# New Column\nreviews['Rating type'] = np.select(conditions, ratings, default = 'Unspecified')\nreviews['Rating type'] = reviews['Rating type'].astype('category')\nreviews['Rating type'] = reviews['Rating type'].cat.reorder_categories(\n    new_categories = ['Excellent', 'Good', 'Average', 'Fair', 'Poor', 'Unspecified'],\n    ordered = True\n)\n",
    "papermill": {
     "duration": 2.13851,
     "end_time": "2024-05-23T12:17:49.315442",
     "exception": false,
     "start_time": "2024-05-23T12:17:47.176932",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Define new categories for Rating level column\n",
    "ratings = ['Excellent', 'Good', 'Average', 'Fair', 'Poor']\n",
    "\n",
    "#Define words for conditions\n",
    "Excellent = \"best|excellent|amazing|perfect|great|super|useful|wow|insane|exceptional|tremendous|professional|outstanding|loving|wonderful\"\n",
    "Good = \"good|nice|easier|accha|smart|quick|helpful|fast\"\n",
    "Average = \"update|satisfied|but|better\"\n",
    "Fair = \"ok|slow|not|wrong|lack|weak|costly|can’t|don’t|doesnt|cannot|doesn’t\"\n",
    "Poor = \"bugs|trash|worst|broken|fake|pathetic|careful|worse|bad|useless|stupid|inaccurate|poor|problem|terrible|error|incorrect|crash|garbage|failed|glitch|scam|😡|mistake\"\n",
    "\n",
    "# Defining conditions\n",
    "conditions = [\n",
    "    reviews['content'].str.lower().str.contains(Excellent),\n",
    "    reviews['content'].str.lower().str.contains(Good),\n",
    "    reviews['content'].str.lower().str.contains(Average),\n",
    "    reviews['content'].str.lower().str.contains(Fair),\n",
    "    reviews['content'].str.lower().str.contains(Poor)\n",
    "]\n",
    "\n",
    "# New Column\n",
    "reviews['Rating type'] = np.select(conditions, ratings, default = 'Unspecified')\n",
    "reviews['Rating type'] = reviews['Rating type'].astype('category')\n",
    "reviews['Rating type'] = reviews['Rating type'].cat.reorder_categories(\n",
    "    new_categories = ['Excellent', 'Good', 'Average', 'Fair', 'Poor', 'Unspecified'],\n",
    "    ordered = True\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "6ff073a5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:49.361673Z",
     "iopub.status.busy": "2024-05-23T12:17:49.360730Z",
     "iopub.status.idle": "2024-05-23T12:17:49.374543Z",
     "shell.execute_reply": "2024-05-23T12:17:49.373571Z"
    },
    "executionCancelledAt": null,
    "executionTime": 65,
    "lastExecutedAt": 1715951559843,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "\nreviews['content'].sample(1000)",
    "outputsMetadata": {
     "0": {
      "height": 316,
      "type": "dataFrame"
     }
    },
    "papermill": {
     "duration": 0.039607,
     "end_time": "2024-05-23T12:17:49.377009",
     "exception": false,
     "start_time": "2024-05-23T12:17:49.337402",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "53004                    Nice very very nice App I ever see\n",
       "122266                                                🤷🏼‍♂️\n",
       "114884                                            awesome 😎\n",
       "119101                                              Amazing\n",
       "3311                       very effective apps for learning\n",
       "                                ...                        \n",
       "67164                 Good its like loki at the end of time\n",
       "87273                                     Highly convenient\n",
       "512       after 4o update the app miss behaves refreshes...\n",
       "71668                                    wow it really good\n",
       "106943                                         very helpful\n",
       "Name: content, Length: 1000, dtype: object"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "reviews['content'].sample(1000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "9be2a3fb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:49.423114Z",
     "iopub.status.busy": "2024-05-23T12:17:49.422744Z",
     "iopub.status.idle": "2024-05-23T12:17:49.445788Z",
     "shell.execute_reply": "2024-05-23T12:17:49.444729Z"
    },
    "executionCancelledAt": null,
    "executionTime": 85,
    "lastExecutedAt": 1715951559929,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews.groupby('score')['content'].sample(1000, random_state = 2026)",
    "outputsMetadata": {
     "0": {
      "height": 316,
      "type": "dataFrame"
     }
    },
    "papermill": {
     "duration": 0.048425,
     "end_time": "2024-05-23T12:17:49.448215",
     "exception": false,
     "start_time": "2024-05-23T12:17:49.399790",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "99937                                                  Best\n",
       "16476     I can't log in even though I got the latest ve...\n",
       "73056     Go ahead. Use this if you enjoy delusion and b...\n",
       "60205     I'm not happy about its access to personal dat...\n",
       "63786     There is no justified reason for this app to n...\n",
       "                                ...                        \n",
       "45886                                good for every student\n",
       "76046                                 we are best friends 😄\n",
       "106055                                       wow kya ai hai\n",
       "97466                                               Amazing\n",
       "26502     This is easy to use and answers me immediately...\n",
       "Name: content, Length: 5000, dtype: object"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "reviews.groupby('score')['content'].sample(1000, random_state = 2026)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "e2cf11a4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:49.492945Z",
     "iopub.status.busy": "2024-05-23T12:17:49.492557Z",
     "iopub.status.idle": "2024-05-23T12:17:49.502600Z",
     "shell.execute_reply": "2024-05-23T12:17:49.501607Z"
    },
    "executionCancelledAt": null,
    "executionTime": 56,
    "lastExecutedAt": 1715951559985,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews['Rating type'].value_counts()",
    "outputsMetadata": {
     "0": {
      "height": 217,
      "type": "dataFrame"
     }
    },
    "papermill": {
     "duration": 0.035356,
     "end_time": "2024-05-23T12:17:49.504987",
     "exception": false,
     "start_time": "2024-05-23T12:17:49.469631",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Rating type\n",
       "Excellent      38430\n",
       "Unspecified    36908\n",
       "Good           34406\n",
       "Average         4823\n",
       "Fair            4006\n",
       "Poor            1876\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "reviews['Rating type'].value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "be2a2ac7",
   "metadata": {
    "papermill": {
     "duration": 0.020581,
     "end_time": "2024-05-23T12:17:49.546513",
     "exception": false,
     "start_time": "2024-05-23T12:17:49.525932",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### Dropping `content` Column"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "14f9fa9f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:49.590328Z",
     "iopub.status.busy": "2024-05-23T12:17:49.589947Z",
     "iopub.status.idle": "2024-05-23T12:17:49.597448Z",
     "shell.execute_reply": "2024-05-23T12:17:49.596657Z"
    },
    "executionCancelledAt": null,
    "executionTime": 48,
    "lastExecutedAt": 1715951560033,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews.drop('content', axis=1, inplace=True)",
    "papermill": {
     "duration": 0.032345,
     "end_time": "2024-05-23T12:17:49.599589",
     "exception": false,
     "start_time": "2024-05-23T12:17:49.567244",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "reviews.drop('content', axis=1, inplace=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1e4a8ef8",
   "metadata": {
    "papermill": {
     "duration": 0.021472,
     "end_time": "2024-05-23T12:17:49.642219",
     "exception": false,
     "start_time": "2024-05-23T12:17:49.620747",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### Exctracting components from `Time`"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b1f896dc",
   "metadata": {
    "papermill": {
     "duration": 0.021146,
     "end_time": "2024-05-23T12:17:49.684559",
     "exception": false,
     "start_time": "2024-05-23T12:17:49.663413",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "#### `Month` Column"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "213b7c58",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:49.728700Z",
     "iopub.status.busy": "2024-05-23T12:17:49.728289Z",
     "iopub.status.idle": "2024-05-23T12:17:50.700614Z",
     "shell.execute_reply": "2024-05-23T12:17:50.699622Z"
    },
    "executionCancelledAt": null,
    "executionTime": 480,
    "lastExecutedAt": 1715951560513,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews['Month'] = reviews['Time'].dt.strftime('%b')\nreviews['Month'] = reviews['Month'].astype('category')\nreviews['Month'] = reviews['Month'].cat.set_categories(\n    new_categories=list(calendar.month_abbr[1:]),\n    ordered = True\n)",
    "papermill": {
     "duration": 0.997333,
     "end_time": "2024-05-23T12:17:50.703261",
     "exception": false,
     "start_time": "2024-05-23T12:17:49.705928",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "reviews['Month'] = reviews['Time'].dt.strftime('%b')\n",
    "reviews['Month'] = reviews['Month'].astype('category')\n",
    "reviews['Month'] = reviews['Month'].cat.set_categories(\n",
    "    new_categories=list(calendar.month_abbr[1:]),\n",
    "    ordered = True\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a694668c",
   "metadata": {
    "papermill": {
     "duration": 0.020845,
     "end_time": "2024-05-23T12:17:50.745734",
     "exception": false,
     "start_time": "2024-05-23T12:17:50.724889",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### `Weekday` Column"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "356e88d0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:50.790400Z",
     "iopub.status.busy": "2024-05-23T12:17:50.790047Z",
     "iopub.status.idle": "2024-05-23T12:17:51.718362Z",
     "shell.execute_reply": "2024-05-23T12:17:51.717339Z"
    },
    "executionCancelledAt": null,
    "executionTime": 451,
    "lastExecutedAt": 1715951560965,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "reviews['Weekday'] = reviews['Time'].dt.strftime('%a')\nreviews['Weekday'] = reviews['Weekday'].astype('category')\nreviews['Weekday'] = reviews['Weekday'].cat.set_categories(\n    new_categories=list(calendar.day_abbr),\n    ordered = True\n)",
    "papermill": {
     "duration": 0.954331,
     "end_time": "2024-05-23T12:17:51.720928",
     "exception": false,
     "start_time": "2024-05-23T12:17:50.766597",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "reviews['Weekday'] = reviews['Time'].dt.strftime('%a')\n",
    "reviews['Weekday'] = reviews['Weekday'].astype('category')\n",
    "reviews['Weekday'] = reviews['Weekday'].cat.set_categories(\n",
    "    new_categories=list(calendar.day_abbr),\n",
    "    ordered = True\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "43b828ea",
   "metadata": {
    "papermill": {
     "duration": 0.022737,
     "end_time": "2024-05-23T12:17:51.765865",
     "exception": false,
     "start_time": "2024-05-23T12:17:51.743128",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "# Insights From Data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c15b939d",
   "metadata": {
    "papermill": {
     "duration": 0.020402,
     "end_time": "2024-05-23T12:17:51.808580",
     "exception": false,
     "start_time": "2024-05-23T12:17:51.788178",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## How does the number of thumbs-up count vary with different review scores?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "4e92f613",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:51.851281Z",
     "iopub.status.busy": "2024-05-23T12:17:51.850929Z",
     "iopub.status.idle": "2024-05-23T12:17:52.491853Z",
     "shell.execute_reply": "2024-05-23T12:17:52.490895Z"
    },
    "executionCancelledAt": null,
    "executionTime": 578,
    "jupyter": {
     "outputs_hidden": false,
     "source_hidden": false
    },
    "lastExecutedAt": 1715951561543,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "g = sns.catplot(data=reviews, x='score', y='thumbsUpCount', kind='bar', estimator='sum', ci=None, palette='Purples', height=4, aspect=1.1)\n\nplt.title('Thumbs Up Count Sum for Scores', fontweight='bold', fontsize=16, pad=20)\nplt.xlabel('Score', fontweight='bold')\nplt.ylabel('Number of Thumbs Up', fontweight='bold')\n\nax = g.ax\nfor p in ax.patches:\n    ax.annotate(format(p.get_height(), '.0f'),\n                (p.get_x() + p.get_width() / 2., p.get_height()),\n                ha = 'center', va = 'center',\n                xytext = (0, 8),  # 10 points vertical offset\n                textcoords = 'offset points',\n                fontweight = 'bold')\n\nplt.show()",
    "papermill": {
     "duration": 0.665939,
     "end_time": "2024-05-23T12:17:52.494920",
     "exception": false,
     "start_time": "2024-05-23T12:17:51.828981",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 440x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g = sns.catplot(data=reviews, x='score', y='thumbsUpCount', kind='bar', estimator='sum', ci=None, palette='Purples', height=4, aspect=1.1)\n",
    "\n",
    "plt.title('Thumbs Up Count Sum for Scores', fontweight='bold', fontsize=16, pad=20)\n",
    "plt.xlabel('Score', fontweight='bold')\n",
    "plt.ylabel('Number of Thumbs Up', fontweight='bold')\n",
    "\n",
    "ax = g.ax\n",
    "for p in ax.patches:\n",
    "    ax.annotate(format(p.get_height(), '.0f'),\n",
    "                (p.get_x() + p.get_width() / 2., p.get_height()),\n",
    "                ha = 'center', va = 'center',\n",
    "                xytext = (0, 8),  # 10 points vertical offset\n",
    "                textcoords = 'offset points',\n",
    "                fontweight = 'bold')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0bb10c3b",
   "metadata": {
    "papermill": {
     "duration": 0.021702,
     "end_time": "2024-05-23T12:17:52.540430",
     "exception": false,
     "start_time": "2024-05-23T12:17:52.518728",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Above **barplot** indicates that:\n",
    "- Reviews with a score of `5` had highest total number of thumbs up around `35000`.\n",
    "- Conversely, reviews with score of 2 had lowest total number of thumbs up below `5000`.\n",
    "- The rest are ranged around a sum between `7500` to `15000`. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "05b4efa7",
   "metadata": {
    "papermill": {
     "duration": 0.020974,
     "end_time": "2024-05-23T12:17:52.582953",
     "exception": false,
     "start_time": "2024-05-23T12:17:52.561979",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## What are the most common versions of the app mentioned in the reviews?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "83a54123",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:52.627953Z",
     "iopub.status.busy": "2024-05-23T12:17:52.627553Z",
     "iopub.status.idle": "2024-05-23T12:17:53.146776Z",
     "shell.execute_reply": "2024-05-23T12:17:53.145703Z"
    },
    "executionCancelledAt": null,
    "executionTime": 628,
    "lastExecutedAt": 1715951562171,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "top_versions = reviews['appVersion'].value_counts().reset_index().head(10)\n\ng = sns.catplot(data = top_versions , x = 'appVersion', y = 'count', kind = 'bar', aspect = 1.5, palette = 'Purples_r')\nplt.title('Ten Most Common App Version', fontweight = 'bold', fontsize = 16)\nplt.xlabel('App Version', fontweight = 'bold', fontsize = 13)\nplt.ylabel('Number of App Versions', fontweight = 'bold', fontsize = 13)\nplt.xticks(rotation = 45)\nadd_bar_annotations(g.ax)\nplt.show()",
    "papermill": {
     "duration": 0.544766,
     "end_time": "2024-05-23T12:17:53.149120",
     "exception": false,
     "start_time": "2024-05-23T12:17:52.604354",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 750x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "top_versions = reviews['appVersion'].value_counts().reset_index().head(10)\n",
    "\n",
    "g = sns.catplot(data = top_versions , x = 'appVersion', y = 'count', kind = 'bar', aspect = 1.5, palette = 'Purples_r')\n",
    "plt.title('Ten Most Common App Version', fontweight = 'bold', fontsize = 16)\n",
    "plt.xlabel('App Version', fontweight = 'bold', fontsize = 13)\n",
    "plt.ylabel('Number of App Versions', fontweight = 'bold', fontsize = 13)\n",
    "plt.xticks(rotation = 45)\n",
    "add_bar_annotations(g.ax)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f61e5a8a",
   "metadata": {
    "papermill": {
     "duration": 0.022734,
     "end_time": "2024-05-23T12:17:53.194484",
     "exception": false,
     "start_time": "2024-05-23T12:17:53.171750",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Above **bar chart** shows the review counts of top ten versions, the details are:\n",
    "- App Version `1.2024.073` is the most prevalent with around **16500** instances.\n",
    "- The second most common version is `1.2024.080` with around **6600** instances.\n",
    "- There is not significant change in the count of reviews of other app versions, they range between **5150** and **3900**."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ba323237",
   "metadata": {
    "papermill": {
     "duration": 0.021906,
     "end_time": "2024-05-23T12:17:53.239208",
     "exception": false,
     "start_time": "2024-05-23T12:17:53.217302",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Is there any correlation between the review score and the App version?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "94131381",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:53.286358Z",
     "iopub.status.busy": "2024-05-23T12:17:53.285997Z",
     "iopub.status.idle": "2024-05-23T12:17:53.651265Z",
     "shell.execute_reply": "2024-05-23T12:17:53.650205Z"
    },
    "executionCancelledAt": null,
    "executionTime": 362,
    "lastExecutedAt": 1715951562533,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "versions_by_mean_score = reviews.groupby('appVersion')['score'].mean().sort_values(ascending=False).head(10).reset_index()\ntop_app_version_reviews = reviews[reviews['appVersion'].isin(versions_by_mean_score['appVersion'])]\n\nplt.figure(figsize=(10, 6.5))\n\nsns.barplot(data = top_app_version_reviews, x = 'appVersion', y = 'score', ci = None, palette = 'Purples')\nplt.title('Mean Score by App Version', fontweight = 'bold', fontsize = 16)\nplt.xlabel('App Version', fontweight = 'bold', fontsize = 13)\nplt.ylabel('Mean Score', fontweight = 'bold', fontsize = 13)\nplt.ylim(4,5.25)\nplt.show()",
    "papermill": {
     "duration": 0.392323,
     "end_time": "2024-05-23T12:17:53.653730",
     "exception": false,
     "start_time": "2024-05-23T12:17:53.261407",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x650 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "versions_by_mean_score = reviews.groupby('appVersion')['score'].mean().sort_values(ascending=False).head(10).reset_index()\n",
    "top_app_version_reviews = reviews[reviews['appVersion'].isin(versions_by_mean_score['appVersion'])]\n",
    "\n",
    "plt.figure(figsize=(10, 6.5))\n",
    "\n",
    "sns.barplot(data = top_app_version_reviews, x = 'appVersion', y = 'score', ci = None, palette = 'Purples')\n",
    "plt.title('Mean Score by App Version', fontweight = 'bold', fontsize = 16)\n",
    "plt.xlabel('App Version', fontweight = 'bold', fontsize = 13)\n",
    "plt.ylabel('Mean Score', fontweight = 'bold', fontsize = 13)\n",
    "plt.ylim(4,5.25)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fd324ad3",
   "metadata": {
    "papermill": {
     "duration": 0.022988,
     "end_time": "2024-05-23T12:17:53.700304",
     "exception": false,
     "start_time": "2024-05-23T12:17:53.677316",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The **Bar chart** above reveals that:\n",
    "- The top ten versions got a score ranging between **4.5** and **5**.\n",
    "- App versions **1.2023.298, 1.2024.035 and 1.2024.024** got a mean review score of `5`.\n",
    "- Remaining version received average score around **4.6**."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "397eb760",
   "metadata": {
    "papermill": {
     "duration": 0.023408,
     "end_time": "2024-05-23T12:17:53.746492",
     "exception": false,
     "start_time": "2024-05-23T12:17:53.723084",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## What are the most common Rating types mentioned in the review content?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "74340e85",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:53.794440Z",
     "iopub.status.busy": "2024-05-23T12:17:53.794072Z",
     "iopub.status.idle": "2024-05-23T12:17:53.994157Z",
     "shell.execute_reply": "2024-05-23T12:17:53.992756Z"
    },
    "executionCancelledAt": null,
    "executionTime": 255,
    "jupyter": {
     "outputs_hidden": false,
     "source_hidden": false
    },
    "lastExecutedAt": 1715951562788,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "review_counts = reviews['Rating type'].value_counts(normalize=True)*100\n\nPurples = ['#2B1A4A', '#4D2A6D', '#7547A4', '#A57FC3', '#CBA8E0', '#E3D2F1']\nexplode = (0.1, 0.1, 0.1, 0.1, 0.1, 0.1)  # Update explode to match the length of review_counts.index\n\n# Create a pie chart with exploding slices\nplt.figure(figsize=(6, 6))\nplt.pie(review_counts, labels=review_counts.index, autopct=lambda p: f'{p:.1f}%', startangle=140, colors=Purples, explode=explode, textprops={'fontweight': 'bold'})\n\n# Customizing the plot\nplt.title('Customer Reviews Distribution', fontsize=16)\nplt.axis('equal')  # Equal aspect ratio ensures that pie is drawn as a circle\n\n# Show the plot\nplt.show()",
    "papermill": {
     "duration": 0.227871,
     "end_time": "2024-05-23T12:17:53.997807",
     "exception": false,
     "start_time": "2024-05-23T12:17:53.769936",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "review_counts = reviews['Rating type'].value_counts(normalize=True)*100\n",
    "\n",
    "Purples = ['#2B1A4A', '#4D2A6D', '#7547A4', '#A57FC3', '#CBA8E0', '#E3D2F1']\n",
    "explode = (0.1, 0.1, 0.1, 0.1, 0.1, 0.1)  # Update explode to match the length of review_counts.index\n",
    "\n",
    "# Create a pie chart with exploding slices\n",
    "plt.figure(figsize=(6, 6))\n",
    "plt.pie(review_counts, labels=review_counts.index, autopct=lambda p: f'{p:.1f}%', startangle=140, colors=Purples, explode=explode, textprops={'fontweight': 'bold'})\n",
    "\n",
    "# Customizing the plot\n",
    "plt.title('Customer Reviews Distribution', fontsize=16)\n",
    "plt.axis('equal')  # Equal aspect ratio ensures that pie is drawn as a circle\n",
    "\n",
    "# Show the plot\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "337b184c",
   "metadata": {
    "papermill": {
     "duration": 0.024605,
     "end_time": "2024-05-23T12:17:54.062153",
     "exception": false,
     "start_time": "2024-05-23T12:17:54.037548",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The **Pie chart** displays that:\n",
    "- Most of the review content of about `32%` fall in the category of **Excellent**.\n",
    "- However, a major percentage `(30.7%)` of reviews were **Unspecified**.\n",
    "- Only `9%` of total reviews goes to **Average, fair and poor** review category. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0a96ecd8",
   "metadata": {
    "papermill": {
     "duration": 0.023576,
     "end_time": "2024-05-23T12:17:54.109543",
     "exception": false,
     "start_time": "2024-05-23T12:17:54.085967",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Can we discern any monthly patterns in the frequency of reviews?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "68778001",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:54.158315Z",
     "iopub.status.busy": "2024-05-23T12:17:54.157955Z",
     "iopub.status.idle": "2024-05-23T12:17:54.444858Z",
     "shell.execute_reply": "2024-05-23T12:17:54.443846Z"
    },
    "executionCancelledAt": null,
    "executionTime": 304,
    "jupyter": {
     "outputs_hidden": false,
     "source_hidden": false
    },
    "lastExecutedAt": 1715951563092,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "month_counts = reviews['Month'].value_counts(sort=False).reset_index()\n\nsns.lineplot(data = month_counts, x = 'Month', y = 'count', marker='o', color = 'Purple')\nplt.title('Monthly Frequency of Reviews',fontweight = 'bold', fontsize = 16)\nplt.xlabel('Month', fontweight = 'bold', fontsize = 13) \nplt.ylabel('Review Count', fontweight = 'bold', fontsize = 13) \nplt.ylim(0, 25000)\nplt.grid(True)  # Added grid lines\nplt.show()",
    "papermill": {
     "duration": 0.314395,
     "end_time": "2024-05-23T12:17:54.447690",
     "exception": false,
     "start_time": "2024-05-23T12:17:54.133295",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "month_counts = reviews['Month'].value_counts(sort=False).reset_index()\n",
    "\n",
    "sns.lineplot(data = month_counts, x = 'Month', y = 'count', marker='o', color = 'Purple')\n",
    "plt.title('Monthly Frequency of Reviews',fontweight = 'bold', fontsize = 16)\n",
    "plt.xlabel('Month', fontweight = 'bold', fontsize = 13) \n",
    "plt.ylabel('Review Count', fontweight = 'bold', fontsize = 13) \n",
    "plt.ylim(0, 25000)\n",
    "plt.grid(True)  # Added grid lines\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "458110a0",
   "metadata": {
    "papermill": {
     "duration": 0.024926,
     "end_time": "2024-05-23T12:17:54.499081",
     "exception": false,
     "start_time": "2024-05-23T12:17:54.474155",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "From the **Line plot**, we can conclude that:\n",
    "- In the month of **April**, highest number of reviews around **24,000** were posted.\n",
    "- However, due to some reason, **June** received **0** reviews.\n",
    "- Reviews in other months ranged between **5000 - 10,000**"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1f911371",
   "metadata": {
    "papermill": {
     "duration": 0.024258,
     "end_time": "2024-05-23T12:17:54.547979",
     "exception": false,
     "start_time": "2024-05-23T12:17:54.523721",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Can we discern any monthly patterns in the frequency of reviews by scores?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "f0e1ed92",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:54.599665Z",
     "iopub.status.busy": "2024-05-23T12:17:54.598862Z",
     "iopub.status.idle": "2024-05-23T12:17:56.020510Z",
     "shell.execute_reply": "2024-05-23T12:17:56.019380Z"
    },
    "executionCancelledAt": null,
    "executionTime": 1399,
    "jupyter": {
     "source_hidden": true
    },
    "lastExecutedAt": 1715951564491,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "import matplotlib.ticker as mticker\n\nfig, axs = plt.subplots(3, 2, figsize=(14, 10))\nfig.suptitle('Count of Reviews by Month and Score', fontsize=20)\n\nmonth_score_counts = reviews.groupby(['Month', 'score']).size().reset_index(name='count')\nunique_scores = month_score_counts['score'].unique()\n\n# Define a darker grey color palette\ndark_grey_palette = sns.color_palette(\"Purples_d\", len(unique_scores))\nscore_to_color = dict(zip(unique_scores, dark_grey_palette))\n\n# Loop through subplots and plot data\nfor idx, score in enumerate(unique_scores):\n    data_to_plot = month_score_counts[month_score_counts['score'] == score]\n    if not data_to_plot.empty:\n        row = idx // 2\n        col = idx % 2\n        ax = axs[row, col]\n        sns.lineplot(data=data_to_plot, x='Month', y='count', marker='o', ci=None, ax=ax, color=score_to_color[score])\n        ax.set_title(f'Score {score}', fontweight='bold')\n        ax.set_xlabel('Month', fontsize=14, fontweight='bold')\n        ax.set_ylabel('Count of Reviews', fontsize=14, fontweight='bold')\n        ax.grid(True)\n        ax.yaxis.set_major_formatter(mticker.StrMethodFormatter('{x:,.0f}'))\n    else:\n        pass  # Skip empty subplots\n\n# Hide any remaining empty subplots\nfor ax in axs.flatten():\n    if not ax.lines:\n        ax.axis('off')\n\nplt.tight_layout(rect=[0, 0.03, 1, 0.95])\nplt.show()",
    "papermill": {
     "duration": 1.451398,
     "end_time": "2024-05-23T12:17:56.024273",
     "exception": false,
     "start_time": "2024-05-23T12:17:54.572875",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 1400x1000 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "\n",
    "fig, axs = plt.subplots(3, 2, figsize=(14, 10))\n",
    "fig.suptitle('Count of Reviews by Month and Score', fontsize=20)\n",
    "\n",
    "month_score_counts = reviews.groupby(['Month', 'score']).size().reset_index(name='count')\n",
    "unique_scores = month_score_counts['score'].unique()\n",
    "\n",
    "# Define a darker grey color palette\n",
    "dark_grey_palette = sns.color_palette(\"Purples_d\", len(unique_scores))\n",
    "score_to_color = dict(zip(unique_scores, dark_grey_palette))\n",
    "\n",
    "# Loop through subplots and plot data\n",
    "for idx, score in enumerate(unique_scores):\n",
    "    data_to_plot = month_score_counts[month_score_counts['score'] == score]\n",
    "    if not data_to_plot.empty:\n",
    "        row = idx // 2\n",
    "        col = idx % 2\n",
    "        ax = axs[row, col]\n",
    "        sns.lineplot(data=data_to_plot, x='Month', y='count', marker='o', ci=None, ax=ax, color=score_to_color[score])\n",
    "        ax.set_title(f'Score {score}', fontweight='bold')\n",
    "        ax.set_xlabel('Month', fontsize=14, fontweight='bold')\n",
    "        ax.set_ylabel('Count of Reviews', fontsize=14, fontweight='bold')\n",
    "        ax.grid(True)\n",
    "        ax.yaxis.set_major_formatter(mticker.StrMethodFormatter('{x:,.0f}'))\n",
    "    else:\n",
    "        pass  # Skip empty subplots\n",
    "\n",
    "# Hide any remaining empty subplots\n",
    "for ax in axs.flatten():\n",
    "    if not ax.lines:\n",
    "        ax.axis('off')\n",
    "\n",
    "plt.tight_layout(rect=[0, 0.03, 1, 0.95])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a2b9ba73",
   "metadata": {
    "papermill": {
     "duration": 0.028481,
     "end_time": "2024-05-23T12:17:56.081813",
     "exception": false,
     "start_time": "2024-05-23T12:17:56.053332",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "These **Line plots** reveals that:\n",
    "- Reviews of all scores have a peak in month of **April**.\n",
    "- Reviews of **score 5** goes beyond **15,000** reviews in **April**.\n",
    "- Reviews with **score 1** and **score 3** are showing similar pattern in all months."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3e4efe4a",
   "metadata": {
    "papermill": {
     "duration": 0.027823,
     "end_time": "2024-05-23T12:17:56.137971",
     "exception": false,
     "start_time": "2024-05-23T12:17:56.110148",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Are there any daily trends in the frequency of reviews?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "c7d262b1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:56.194733Z",
     "iopub.status.busy": "2024-05-23T12:17:56.194316Z",
     "iopub.status.idle": "2024-05-23T12:17:56.560433Z",
     "shell.execute_reply": "2024-05-23T12:17:56.559541Z"
    },
    "executionCancelledAt": null,
    "executionTime": 317,
    "lastExecutedAt": 1715951564809,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "Daily_review_counts = (reviews['Weekday'].value_counts(sort=False)//42).reset_index() # dividing by 42 because we\nsns.lineplot(data = Daily_review_counts, x = 'Weekday', y = 'count', marker='o', color = 'Purple')\nplt.title('Average Frequency of Reviews - Daily',fontweight = 'bold', fontsize = 16)\nplt.xlabel('Day', fontweight = 'bold', fontsize = 13) \nplt.ylabel('Average Review Count', fontweight = 'bold', fontsize = 13) \nplt.grid(True)\nplt.show()",
    "papermill": {
     "duration": 0.397593,
     "end_time": "2024-05-23T12:17:56.562939",
     "exception": false,
     "start_time": "2024-05-23T12:17:56.165346",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "Daily_review_counts = (reviews['Weekday'].value_counts(sort=False)//42).reset_index() # dividing by 42 because we\n",
    "sns.lineplot(data = Daily_review_counts, x = 'Weekday', y = 'count', marker='o', color = 'Purple')\n",
    "plt.title('Average Frequency of Reviews - Daily',fontweight = 'bold', fontsize = 16)\n",
    "plt.xlabel('Day', fontweight = 'bold', fontsize = 13) \n",
    "plt.ylabel('Average Review Count', fontweight = 'bold', fontsize = 13) \n",
    "plt.grid(True)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "634a12b6",
   "metadata": {
    "papermill": {
     "duration": 0.028146,
     "end_time": "2024-05-23T12:17:56.619550",
     "exception": false,
     "start_time": "2024-05-23T12:17:56.591404",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "This **line plot** expresses that:\n",
    "- Reviews peak on **Tuesday**, averaging around **440**.\n",
    "- Review counts decrease from **Tuesday** to **Saturday**, hitting a low around **340**.\n",
    "- Review frequency slightly rises again on **Sunday**."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "ff0ef963",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2024-05-23T12:17:56.679392Z",
     "iopub.status.busy": "2024-05-23T12:17:56.679012Z",
     "iopub.status.idle": "2024-05-23T12:17:57.952559Z",
     "shell.execute_reply": "2024-05-23T12:17:57.951585Z"
    },
    "executionCancelledAt": null,
    "executionTime": 1359,
    "jupyter": {
     "outputs_hidden": false,
     "source_hidden": false
    },
    "lastExecutedAt": 1715951566168,
    "lastExecutedByKernel": "e225ed95-2d0e-429f-ba3e-ab2b2331f08a",
    "lastScheduledRunId": null,
    "lastSuccessfullyExecutedCode": "fig, axs = plt.subplots(3, 2, figsize=(14, 10))\nfig.suptitle('Average Count of Reviews by Day and Score', fontsize=20)\n\nDay_score_counts = (reviews.groupby(['Weekday', 'score']).size()//42).reset_index(name='count')\nunique_scores = Day_score_counts['score'].unique()\n\n# Define a darker grey color palette\ndark_grey_palette = sns.color_palette(\"Purples_d\", len(unique_scores))\nscore_to_color = dict(zip(unique_scores, dark_grey_palette))\n\n# Loop through subplots and plot data\nfor idx, score in enumerate(unique_scores):\n    data_to_plot = Day_score_counts[Day_score_counts['score'] == score]\n    if not data_to_plot.empty:\n        row = idx // 2\n        col = idx % 2\n        ax = axs[row, col]\n        sns.lineplot(data=data_to_plot, x='Weekday', y='count', marker='o', ci=None, ax=ax, color=score_to_color[score])\n        ax.set_title(f'Score {score}', fontweight = 'bold')\n        ax.set_xlabel('Day', fontsize=14, fontweight = 'bold')\n        ax.set_ylabel('Average Count of Reviews', fontsize=14, fontweight = 'bold')\n        ax.grid(True)\n        ax.yaxis.set_major_formatter(mticker.StrMethodFormatter('{x:,.0f}'))\n    else:\n        pass  # Skip empty subplots\n\n# Hide any remaining empty subplots\nfor ax in axs.flatten():\n    if not ax.lines:\n        ax.axis('off')\n\nplt.tight_layout(rect=[0, 0.03, 1, 0.95])\nplt.show()",
    "papermill": {
     "duration": 1.307037,
     "end_time": "2024-05-23T12:17:57.955897",
     "exception": false,
     "start_time": "2024-05-23T12:17:56.648860",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x1000 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(3, 2, figsize=(14, 10))\n",
    "fig.suptitle('Average Count of Reviews by Day and Score', fontsize=20)\n",
    "\n",
    "Day_score_counts = (reviews.groupby(['Weekday', 'score']).size()//42).reset_index(name='count')\n",
    "unique_scores = Day_score_counts['score'].unique()\n",
    "\n",
    "# Define a darker grey color palette\n",
    "dark_grey_palette = sns.color_palette(\"Purples_d\", len(unique_scores))\n",
    "score_to_color = dict(zip(unique_scores, dark_grey_palette))\n",
    "\n",
    "# Loop through subplots and plot data\n",
    "for idx, score in enumerate(unique_scores):\n",
    "    data_to_plot = Day_score_counts[Day_score_counts['score'] == score]\n",
    "    if not data_to_plot.empty:\n",
    "        row = idx // 2\n",
    "        col = idx % 2\n",
    "        ax = axs[row, col]\n",
    "        sns.lineplot(data=data_to_plot, x='Weekday', y='count', marker='o', ci=None, ax=ax, color=score_to_color[score])\n",
    "        ax.set_title(f'Score {score}', fontweight = 'bold')\n",
    "        ax.set_xlabel('Day', fontsize=14, fontweight = 'bold')\n",
    "        ax.set_ylabel('Average Count of Reviews', fontsize=14, fontweight = 'bold')\n",
    "        ax.grid(True)\n",
    "        ax.yaxis.set_major_formatter(mticker.StrMethodFormatter('{x:,.0f}'))\n",
    "    else:\n",
    "        pass  # Skip empty subplots\n",
    "\n",
    "# Hide any remaining empty subplots\n",
    "for ax in axs.flatten():\n",
    "    if not ax.lines:\n",
    "        ax.axis('off')\n",
    "\n",
    "plt.tight_layout(rect=[0, 0.03, 1, 0.95])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "03cc67e6",
   "metadata": {
    "papermill": {
     "duration": 0.031873,
     "end_time": "2024-05-23T12:17:58.018000",
     "exception": false,
     "start_time": "2024-05-23T12:17:57.986127",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "These **line plots** are showing that:\n",
    "- Reviews for all scores peak on **Tuesday**.\n",
    "- Scores **1**, **3**, and **5** see a decline from **Tuesday** to **Saturday**, with slight increases on **Sunday**.\n",
    "- Scores **2** and **4** show a sharp drop from **Wednesday** to **Friday**, with a slight recovery on **Sunday**."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1530926c",
   "metadata": {
    "papermill": {
     "duration": 0.030692,
     "end_time": "2024-05-23T12:17:58.081038",
     "exception": false,
     "start_time": "2024-05-23T12:17:58.050346",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "##  "
   ]
  }
 ],
 "metadata": {
  "editor": "DataLab",
  "kaggle": {
   "accelerator": "none",
   "dataSources": [
    {
     "datasetId": 4997049,
     "sourceId": 8490745,
     "sourceType": "datasetVersion"
    }
   ],
   "isGpuEnabled": false,
   "isInternetEnabled": true,
   "language": "python",
   "sourceType": "notebook"
  },
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.13"
  },
  "papermill": {
   "default_parameters": {},
   "duration": 20.252403,
   "end_time": "2024-05-23T12:17:58.732223",
   "environment_variables": {},
   "exception": null,
   "input_path": "__notebook__.ipynb",
   "output_path": "__notebook__.ipynb",
   "parameters": {},
   "start_time": "2024-05-23T12:17:38.479820",
   "version": "2.5.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}