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      "source": [
        "# Project Python Foundations: FoodHub Data Analysis\n",
        "\n",
        "**Marks: 60**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "GjEZBPysNaUx"
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      "source": [
        "\n",
        "Student: **Alexey Tyurin**<br>\n",
        "Group: Oct'22 C Sun - MLS Grp B<br>\n",
        "Batch: PGP-DSBA-UTA-OCT22-C<br>\n",
        "Date: 11/27/2022<br>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "NqikjkWwJY_L"
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      "source": [
        "### Context\n",
        "\n",
        "The number of restaurants in New York is increasing day by day. Lots of students and busy professionals rely on those restaurants due to their hectic lifestyles. Online food delivery service is a great option for them. It provides them with good food from their favorite restaurants. A food aggregator company FoodHub offers access to multiple restaurants through a single smartphone app.\n",
        "\n",
        "The app allows the restaurants to receive a direct online order from a customer. The app assigns a delivery person from the company to pick up the order after it is confirmed by the restaurant. The delivery person then uses the map to reach the restaurant and waits for the food package. Once the food package is handed over to the delivery person, he/she confirms the pick-up in the app and travels to the customer's location to deliver the food. The delivery person confirms the drop-off in the app after delivering the food package to the customer. The customer can rate the order in the app. The food aggregator earns money by collecting a fixed margin of the delivery order from the restaurants.\n",
        "\n",
        "### Objective\n",
        "\n",
        "The food aggregator company has stored the data of the different orders made by the registered customers in their online portal. They want to analyze the data to get a fair idea about the demand of different restaurants which will help them in enhancing their customer experience. Suppose you are hired as a Data Scientist in this company and the Data Science team has shared some of the key questions that need to be answered. Perform the data analysis to find answers to these questions that will help the company to improve the business. \n",
        "\n",
        "### Data Description\n",
        "\n",
        "The data contains the different data related to a food order. The detailed data dictionary is given below.\n",
        "\n",
        "### Data Dictionary\n",
        "\n",
        "* order_id: Unique ID of the order\n",
        "* customer_id: ID of the customer who ordered the food\n",
        "* restaurant_name: Name of the restaurant\n",
        "* cuisine_type: Cuisine ordered by the customer\n",
        "* cost: Cost of the order\n",
        "* day_of_the_week: Indicates whether the order is placed on a weekday or weekend (The weekday is from Monday to Friday and the weekend is Saturday and Sunday)\n",
        "* rating: Rating given by the customer out of 5\n",
        "* food_preparation_time: Time (in minutes) taken by the restaurant to prepare the food. This is calculated by taking the difference between the timestamps of the restaurant's order confirmation and the delivery person's pick-up confirmation.\n",
        "* delivery_time: Time (in minutes) taken by the delivery person to deliver the food package. This is calculated by taking the difference between the timestamps of the delivery person's pick-up confirmation and drop-off information"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "cEtNUxNAJY_M"
      },
      "source": [
        "### Let us start by importing the required libraries"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "u6PlpJAPJY_N"
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      "source": [
        "# import libraries for data manipulation\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "\n",
        "# import libraries for data visualization\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "import textwrap\n",
        "\n",
        "%matplotlib inline\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "AdracY0HJY_O"
      },
      "source": [
        "### Understanding the structure of the data"
      ]
    },
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              "   order_id  customer_id            restaurant_name cuisine_type  \\\n",
              "0   1477147       337525                    Hangawi       Korean   \n",
              "1   1477685       358141  Blue Ribbon Sushi Izakaya     Japanese   \n",
              "2   1477070        66393                Cafe Habana      Mexican   \n",
              "3   1477334       106968  Blue Ribbon Fried Chicken     American   \n",
              "4   1478249        76942           Dirty Bird to Go     American   \n",
              "\n",
              "   cost_of_the_order day_of_the_week     rating  food_preparation_time  \\\n",
              "0              30.75         Weekend  Not given                     25   \n",
              "1              12.08         Weekend  Not given                     25   \n",
              "2              12.23         Weekday          5                     23   \n",
              "3              29.20         Weekend          3                     25   \n",
              "4              11.59         Weekday          4                     25   \n",
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      "source": [
        "# read the data\n",
        "df = pd.read_csv('foodhub_order.csv')\n",
        "# returns the first 5 rows\n",
        "df.head()"
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              "      order_id  customer_id                        restaurant_name  \\\n",
              "1893   1476701       292602  Chipotle Mexican Grill $1.99 Delivery   \n",
              "1894   1477421       397537                              The Smile   \n",
              "1895   1477819        35309                      Blue Ribbon Sushi   \n",
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              "\n",
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              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 3
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "nonascii = df[df['restaurant_name'].apply(lambda x: not(x.isascii()))]['restaurant_name'].unique()\n",
        "print(f\"There are {len(nonascii)} restaurants with non ascii characters in their names:\")\n",
        "print(*nonascii, sep='\\n')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "-8gzVlJ9X9Cj",
        "outputId": "3c09e879-31af-4554-8624-cb03be463df4"
      },
      "execution_count": 4,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "There are 4 restaurants with non ascii characters in their names:\n",
            "Big Wong Restaurant _¤¾Ñ¼\n",
            "Joe's Shanghai _Àü£¾÷´\n",
            "CafÌ© China\n",
            "DespaÌ±a\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(f'There are {df.duplicated().sum()} duplicate rows in the dataset.')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vCZ8HTUKXCoh",
        "outputId": "6e968b7e-827d-407e-bbaa-ad07a0b26f86"
      },
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "There are 0 duplicate rows in the dataset.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "J_Y9aJDJJY_P"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "* The DataFrame has 9 columns as mentioned in the Data Dictionary. Data in each row corresponds to the order placed by a customer.\n",
        "* The format of the csv file is correct. The <code>restaurant_name</code> may contain national characters for some records. \n",
        "* There are 4 restaurants with non ascii characters in their names.\n",
        "* The decimal point in the <code>cost_of_the_order</code> is a dot (.)\n",
        "* The <code>raiting</code> column contains both numeric and character values\n",
        "* The <code>food_preparation_time</code> and <code>delivery_time</code> are integer, e.g. the time columns were rounded to the nearest minute.\n",
        "* There are no duplicate rows in the dataset.\n",
        "* The <code>day_of_the_week</code> is represented by group name 'Weekend' or 'Weekday', not by name of the day. In the U.S. weekdays are the 5 days from Monday to Friday, and the weekend are the 2 days, Saturday and Sunday. So, the classes are imbalanced (the ratio of observations in each class are disproportionate) and this might be a problem in future machine learning classification."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "c3kenV4vJY_Q"
      },
      "source": [
        "### **Question 1:** How many rows and columns are present in the data? [0.5 mark]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Yvz5i-PhJY_Q",
        "outputId": "3161deec-04f5-410c-8198-ea111101b9f0"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "There are 1898 rows and 9 columns present in the data.\n"
          ]
        }
      ],
      "source": [
        "# Checking the shape of the dataset\n",
        "dim = df.shape\n",
        "print(f'There are {dim[0]} rows and {dim[1]} columns present in the data.')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "UsTNy3unJY_R"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "The Dataset has 1898 number of rows with 9 columns."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jRXakVrUJY_R"
      },
      "source": [
        "### **Question 2:** What are the datatypes of the different columns in the dataset? (The info() function can be used) [0.5 mark]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Kp70Z0BNJY_R",
        "outputId": "5bf681ad-6d16-4795-af59-461427cb5c08"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 1898 entries, 0 to 1897\n",
            "Data columns (total 9 columns):\n",
            " #   Column                 Non-Null Count  Dtype  \n",
            "---  ------                 --------------  -----  \n",
            " 0   order_id               1898 non-null   int64  \n",
            " 1   customer_id            1898 non-null   int64  \n",
            " 2   restaurant_name        1898 non-null   object \n",
            " 3   cuisine_type           1898 non-null   object \n",
            " 4   cost_of_the_order      1898 non-null   float64\n",
            " 5   day_of_the_week        1898 non-null   object \n",
            " 6   rating                 1898 non-null   object \n",
            " 7   food_preparation_time  1898 non-null   int64  \n",
            " 8   delivery_time          1898 non-null   int64  \n",
            "dtypes: float64(1), int64(4), object(4)\n",
            "memory usage: 133.6+ KB\n"
          ]
        }
      ],
      "source": [
        "# Use info() to print a concise summary of the DataFrame\n",
        "df.info()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "WJes5GP2JY_S"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "We can observe that there 4 object datatype columns and 5 numerical datatype columns.\n",
        "\n",
        "All the columns have 1898 observations, which can be inferred that there are no null values present in the dataset\n",
        "\n",
        "The data in the dataset are represented by three different daytatypes:\n",
        "* 4 columns of int64 data type: <code>order_id, customer_id, food_preparation_time, delivery_time</code>\n",
        "* 4 columns of object data type: <code>restaurant_name, cuisine_type, day_of_the_week, rating</code>\n",
        "* 1 column of float64 datatype: <code>cost_of_the_order</code>\n",
        "\n",
        "Data type mismatch:\n",
        "* <code>day_of_the_week</code> *can only have two values, so it might be converted to boolean datatype*\n",
        "* <code>rating</code> *is expected to be a numeric field. We may need to transform the data before converting it to float datatype*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "pF_92MN6JY_S"
      },
      "source": [
        "### **Question 3:** Are there any missing values in the data? If yes, treat them using an appropriate method. [1 mark]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Zth-RR1PJY_S",
        "outputId": "22975eb2-daf7-4dab-b2d2-27754af6af88"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "order_id                 0\n",
              "customer_id              0\n",
              "restaurant_name          0\n",
              "cuisine_type             0\n",
              "cost_of_the_order        0\n",
              "day_of_the_week          0\n",
              "rating                   0\n",
              "food_preparation_time    0\n",
              "delivery_time            0\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ],
      "source": [
        "# checking missing values\n",
        "df.isnull().sum()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "RjlcRQ2GkNK5",
        "outputId": "603caa03-1947-4cbb-f655-112b7b2f3a28"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Unique values of day_of_the_week column: ['Weekend' 'Weekday']\n",
            "Unique values of rating column: ['Not given' '5' '3' '4']\n",
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 1898 entries, 0 to 1897\n",
            "Data columns (total 10 columns):\n",
            " #   Column                 Non-Null Count  Dtype   \n",
            "---  ------                 --------------  -----   \n",
            " 0   order_id               1898 non-null   category\n",
            " 1   customer_id            1898 non-null   category\n",
            " 2   restaurant_name        1898 non-null   object  \n",
            " 3   cuisine_type           1898 non-null   object  \n",
            " 4   cost_of_the_order      1898 non-null   float64 \n",
            " 5   day_of_the_week        1898 non-null   object  \n",
            " 6   rating                 1898 non-null   object  \n",
            " 7   food_preparation_time  1898 non-null   int64   \n",
            " 8   delivery_time          1898 non-null   int64   \n",
            " 9   frating                1162 non-null   float64 \n",
            "dtypes: category(2), float64(2), int64(2), object(4)\n",
            "memory usage: 247.2+ KB\n"
          ]
        }
      ],
      "source": [
        "print(f'Unique values of day_of_the_week column: {df[\"day_of_the_week\"].unique()}')\n",
        "print(f'Unique values of rating column: {df[\"rating\"].unique()}');\n",
        "\n",
        "# Adding column 'frating' as a numeric copy of the 'rating' to be able to use arithmetic operations with the data\n",
        "df['frating'] = df['rating'].replace('Not given', np.nan).astype('float64')\n",
        "\n",
        "# Converting 'order_id' to categorical data type as this is just a unique number of order\n",
        "df['order_id'] = df['order_id'].astype(\"category\")\n",
        "\n",
        "# Converting 'customer_id' to categorical data type as this is just a unique number of customer\n",
        "df['customer_id'] = df['customer_id'].astype(\"category\")\n",
        "df.info()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jDHT3vD1JY_S"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "There are no null values present in the dataset.\n",
        "\n",
        "However, there are hidden missing data in the <code>rating</code> column. One of the values is 'Not given'. That value could be replaced by NaN and treated appropriatly to convert it to numeric datatype to be able to calculate staticstics. But we added a new column as the original datatype might be useful for vizualization and grouping.\n",
        "\n",
        "<code>order_id</code> and <code>customer_id</code> are categorical and they type could be changed so that they do not participate in the statistics.\n",
        "\n",
        "The data in the updated dataset are represented by four different daytatypes:\n",
        "* 2 columns of <code>category</code> data type: <code>order_id</code> and <code>customer_id</code>\n",
        "* 4 columns of object data type: <code>restaurant_name, cuisine_type, day_of_the_week, rating</code>\n",
        "* 2 columns of int64 data type: <code>food_preparation_time</code> and <code>delivery_time</code>\n",
        "* 2 column of float64 datatype: <code>cost_of_the_order</code> and <code>frating</code>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MnJo7MWrJY_S"
      },
      "source": [
        "### **Question 4:** Check the statistical summary of the data. What is the minimum, average, and maximum time it takes for food to be prepared once an order is placed? [2 marks]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "WprQBgOSJY_T",
        "outputId": "107996d5-784c-4fb5-95ac-d5ae8aca6a9b"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       cost_of_the_order  food_preparation_time  delivery_time      frating\n",
              "count        1898.000000            1898.000000    1898.000000  1162.000000\n",
              "mean           16.498851              27.371970      24.161749     4.344234\n",
              "std             7.483812               4.632481       4.972637     0.741478\n",
              "min             4.470000              20.000000      15.000000     3.000000\n",
              "25%            12.080000              23.000000      20.000000     4.000000\n",
              "50%            14.140000              27.000000      25.000000     5.000000\n",
              "75%            22.297500              31.000000      28.000000     5.000000\n",
              "max            35.410000              35.000000      33.000000     5.000000"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-d0d38eba-71ca-4d7d-ba02-0d23ef90c041\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>cost_of_the_order</th>\n",
              "      <th>food_preparation_time</th>\n",
              "      <th>delivery_time</th>\n",
              "      <th>frating</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>1898.000000</td>\n",
              "      <td>1898.000000</td>\n",
              "      <td>1898.000000</td>\n",
              "      <td>1162.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>16.498851</td>\n",
              "      <td>27.371970</td>\n",
              "      <td>24.161749</td>\n",
              "      <td>4.344234</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>7.483812</td>\n",
              "      <td>4.632481</td>\n",
              "      <td>4.972637</td>\n",
              "      <td>0.741478</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>4.470000</td>\n",
              "      <td>20.000000</td>\n",
              "      <td>15.000000</td>\n",
              "      <td>3.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>12.080000</td>\n",
              "      <td>23.000000</td>\n",
              "      <td>20.000000</td>\n",
              "      <td>4.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>14.140000</td>\n",
              "      <td>27.000000</td>\n",
              "      <td>25.000000</td>\n",
              "      <td>5.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>22.297500</td>\n",
              "      <td>31.000000</td>\n",
              "      <td>28.000000</td>\n",
              "      <td>5.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>35.410000</td>\n",
              "      <td>35.000000</td>\n",
              "      <td>33.000000</td>\n",
              "      <td>5.000000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
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              "            + ' to learn more about interactive tables.';\n",
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            ]
          },
          "metadata": {},
          "execution_count": 10
        }
      ],
      "source": [
        "# Getting the descriptive statistics of the data\n",
        "df.describe()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "9YbSOR5wJY_T"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "* There are no big differences between the minimum and the maximum value for the numeric columns, data look consistent.\n",
        "* **Cost**: average is \\$16.50, half of orders cost \\$4.47-\\$14.14, another half is between \\$14.14 and \\$35.41\n",
        "* **Preparation time** average is 27.37 minutes\n",
        "* **Delivery time** average is 24.16 minutes\n",
        "* **Rating**: most of the orders were not rated. The average rating of the rated orders is 4.34. Half or even more rated orders have the highest rating.\n",
        "\n",
        "The statistics of time it takes for food to be prepared once an order is placed:\n",
        "* minimum is 20.0 min\n",
        "* average is 27.4 min\n",
        "* maximum is 35.0 min\n",
        "\n",
        "*The preparation time seems longer than it should be. The orders for delivery have low priority compared with the in-house orders.*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "cw3l58z_JY_T"
      },
      "source": [
        "### **Question 5:** How many orders are not rated? [1 mark]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "HISQUungNaU0",
        "outputId": "4ba32baa-09ba-4dca-d297-b479dae67215"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "rating\n",
              "3            188\n",
              "4            386\n",
              "5            588\n",
              "Not given    736\n",
              "Name: order_id, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ],
      "source": [
        "# checking number of not rated orders\n",
        "df.groupby('rating').count()['order_id']"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "hEzDUL9wgksi",
        "outputId": "de28437a-1d5b-48c5-849b-0beee3309dab"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "736"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ],
      "source": [
        "# checking missing values\n",
        "df['frating'].isnull().sum()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "5E0O_oviJY_T"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "736 orders are not rated."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7msIfXE-JY_T"
      },
      "source": [
        "### Exploratory Data Analysis (EDA)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "-2xfI28YJY_T"
      },
      "source": [
        "### Univariate Analysis"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "0RHZnugBJY_U"
      },
      "source": [
        "### **Question 6:** Explore all the variables and provide observations on their distributions. (Generally, histograms, boxplots, countplots, etc. are used for univariate exploration.) [9 marks]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "rU5ZqISjJY_U",
        "outputId": "0a269e94-365a-46ab-e8f1-a5be778d9859"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1296x1008 with 12 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "#restaurant_name prep\n",
        "top10_restaurants = list(df['restaurant_name'].value_counts()[:10].index)\n",
        "df[\"restaurant_name_eda\"] = df[\"restaurant_name\"].apply(lambda x: x if x in top10_restaurants else 'Other')\n",
        "\n",
        "#customer_id prep\n",
        "top10_customers = list(df['customer_id'].value_counts()[:10].index)\n",
        "df[\"customer_id_eda\"]  = df[\"customer_id\"].apply(lambda x: x if x in top10_customers else 'all other')\n",
        "\n",
        "sns.set(style='ticks')\n",
        "fig, ax = plt.subplots(nrows=4, ncols=3, figsize=(18,14))\n",
        "fig.suptitle('Distributions of important numeric variables in the dataset', fontweight='bold', y=1.03, fontsize=18);\n",
        "\n",
        "#restaurant_name\n",
        "sns.countplot(data=df, y='restaurant_name_eda', ax=ax[0,0], order = df['restaurant_name_eda'].value_counts().index);\n",
        "ax[0,0].set_title('Restaurants distribution', fontweight='bold')\n",
        "ax[0,0].set_xlabel('Number of orders')\n",
        "ax[0,0].set_ylabel('Restaurant name')\n",
        "\n",
        "lbl = df['restaurant_name_eda'].value_counts()\n",
        "for i, p in enumerate(ax[0,0].patches):\n",
        "    h, w, x, y = p.get_height(), p.get_width(), p.get_x(), p.get_y()\n",
        "    xy = (w + (-40 if i == 0 else 30), y + h / 2)\n",
        "    ax[0,0].annotate(s=f'{lbl.iloc[i]}', xy=xy, ha='center', va='center', fontsize=8)\n",
        "\n",
        "#food_preparation_time - hist\n",
        "sns.histplot(data=df, x='food_preparation_time', ax=ax[0,1], kde=True, bins=16);\n",
        "ax[0,1].set_title('Food preparation time distribution (Hist)', fontweight='bold')\n",
        "ax[0,1].set_xlabel('Food preparation time, min')\n",
        "ax[0,1].set_ylabel('Number of orders')\n",
        "\n",
        "#food_preparation_time - box\n",
        "sns.boxplot(data=df, x='food_preparation_time', ax=ax[0,2]);\n",
        "ax[0,2].set_title('Food preparation time distribution (Box)', fontweight='bold')\n",
        "ax[0,2].set_xlabel('Food preparation time, min')\n",
        "ax[0,2].set_ylabel('Number of orders')\n",
        "\n",
        "#cuisine_type\n",
        "splot = sns.countplot(data=df, y='cuisine_type', ax=ax[1,0], order = df['cuisine_type'].value_counts().index);\n",
        "ax[1,0].set_title('Сuisine type distribution', fontweight='bold')\n",
        "ax[1,0].set_xlabel('Number of orders')\n",
        "ax[1,0].set_ylabel('Сuisine type')\n",
        "\n",
        "lbl = df['cuisine_type'].value_counts()\n",
        "for i, p in enumerate(ax[1,0].patches):\n",
        "    h, w, x, y = p.get_height(), p.get_width(), p.get_x(), p.get_y()\n",
        "    xy = (w + (-30 if i == 0 else 20), y + h / 2)\n",
        "    ax[1,0].annotate(s=f'{lbl.iloc[i]}', xy=xy, ha='center', va='center', fontsize=8)\n",
        "\n",
        "#delivery_time - hist\n",
        "sns.histplot(data=df, x='delivery_time', ax=ax[1,1], kde=True, bins=19);\n",
        "ax[1,1].set_title('Delivery time distribution (Hist)', fontweight='bold')\n",
        "ax[1,1].set_xlabel('Delivery time, min')\n",
        "ax[1,1].set_ylabel('Number of orders')\n",
        "\n",
        "#delivery_time -  box\n",
        "sns.boxplot(data=df, x='delivery_time', ax=ax[1,2]);\n",
        "ax[1,2].set_title('Delivery time distribution (Box)', fontweight='bold')\n",
        "ax[1,2].set_xlabel('Delivery time, min')\n",
        "ax[1,2].set_ylabel('Number of orders')\n",
        "\n",
        "#day_of_the_week\n",
        "sns.countplot(data=df, x='day_of_the_week', ax=ax[2,0]);\n",
        "ax[2,0].set_title('Day of the week distribution', fontweight='bold')\n",
        "ax[2,0].set_xlabel('Day of the week')\n",
        "ax[2,0].set_ylabel('Number of orders')\n",
        "\n",
        "#cost_of_the_order - hist\n",
        "sns.histplot(data=df, x='cost_of_the_order', ax=ax[2,1], kde=True);\n",
        "ax[2,1].set_title('Cost of the order distribution (Hist)', fontweight='bold')\n",
        "ax[2,1].set_xlabel('Cost of the order, USD')\n",
        "ax[2,1].set_ylabel('Number of orders')\n",
        "\n",
        "#cost_of_the_order - box\n",
        "sns.boxplot(data=df, x='cost_of_the_order', ax=ax[2,2]);\n",
        "ax[2,2].set_title('Cost of the order distribution (Box)', fontweight='bold')\n",
        "ax[2,2].set_xlabel('Cost of the order, USD')\n",
        "ax[2,2].set_ylabel('Number of orders')\n",
        "\n",
        "#rating\n",
        "# It seems we need 'return' the 'Not given' category to draw a countplot\n",
        "sns.countplot(data=df, x='rating', ax=ax[3,0], order = df['rating'].value_counts().index);\n",
        "ax[3,0].set_title('Rating distribution', fontweight='bold')\n",
        "ax[3,0].set_xlabel('Rating')\n",
        "ax[3,0].set_ylabel('Number of orders')\n",
        "\n",
        "#customer\n",
        "sns.countplot(data=df, y='customer_id_eda', ax=ax[3,1], order = df['customer_id_eda'].value_counts().index);\n",
        "ax[3,1].set(xscale=\"log\")\n",
        "ax[3,1].set_title('Customers distribution (log)', fontweight='bold')\n",
        "ax[3,1].set_xlabel('Number of orders')\n",
        "ax[3,1].set_ylabel('Customer')\n",
        "\n",
        "lbl = df['customer_id_eda'].value_counts()\n",
        "for i, p in enumerate(ax[3,1].patches):\n",
        "    h, w, x, y = p.get_height(), p.get_width(), p.get_x(), p.get_y()\n",
        "    xy = (w + (-800 if i == 0 else 1), y + h / 2)\n",
        "    ax[3,1].annotate(s=f'{lbl.iloc[i]:,.0f}', xy=xy, ha='left', va='center', fontsize=8)\n",
        "\n",
        "#off\n",
        "ax[3, 2].tick_params(left = False, right = False , labelleft = False , labelbottom = False, bottom = False)\n",
        "ax[3, 2].set_title('Order distribution', fontweight='bold')\n",
        "\n",
        "if df[(df['order_id'].value_counts()!=1).values].shape[0] == 0:\n",
        "  ax[3, 2].text(0.5, 0.5, \"order_id is the unique key\", horizontalalignment='center', size='medium', color='black', weight='semibold')\n",
        "else:\n",
        "  ax[3, 2].text(0.5, 0.5, \"order_id duplicates detected\", horizontalalignment='center', size='medium', color='black', weight='semibold')\n",
        "\n",
        "fig.tight_layout()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 427
        },
        "id": "7EqlIwXHNaU2",
        "outputId": "d0004f2a-7503-47cc-ae7c-e2058b607016"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "There are 1200 unique customers in the dataset.\n",
            "There are 178 unique restaurants in the dataset.\n",
            "There are 14 unique cuisine types in the dataset.\n",
            "There are 1351 orders placed on weekend.\n",
            "\n",
            "**************************************************\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Order frequency distribution\n",
        "\n",
        "print(f\"There are {df['customer_id'].nunique()} unique customers in the dataset.\")\n",
        "print(f\"There are {df['restaurant_name'].nunique()} unique restaurants in the dataset.\")\n",
        "print(f\"There are {df['cuisine_type'].nunique()} unique cuisine types in the dataset.\")\n",
        "print(f\"There are {(df['day_of_the_week']=='Weekend').sum()} orders placed on weekend.\")\n",
        "\n",
        "print('\\n' + '*'*50 + '\\n')\n",
        "\n",
        "freq = df['customer_id'].value_counts().value_counts()\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(6, 4))\n",
        "ax.set(yscale=\"log\")\n",
        "sns.barplot(x=list(freq.index), y=freq.values, ax=ax)\n",
        "ax.set_title('Order frequency distribution', fontweight='bold', fontsize=18)\n",
        "ax.set_xlabel('Number of orders')\n",
        "ax.set_ylabel('Number of customers (log)')\n",
        "\n",
        "for i, p in enumerate(ax.patches):\n",
        "    h, w, x, y = p.get_height(), p.get_width(), p.get_x(), p.get_y()\n",
        "    xy = (w + x - 0.4, y + h + h/10)\n",
        "    ax.annotate(s=f'{freq.values[i]}', xy=xy, ha='center', va='center', fontsize=10, fontweight='bold')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MB-rq68zIV19"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "<code>order_id</code>\n",
        "* No need to explore order_id as it is unique order key\n",
        "\n",
        "<code>customer_id</code>\n",
        "* There are 1200 unique customers in the dataset.\n",
        "* Most of the customers (65%) placed only one order. 22% of the customers placed two orders.\n",
        "* Customer 52832 placed 13 orders - more than other customers.\n",
        "* Only 33 customers placed five and more orders\n",
        "\n",
        "<code>restaurant_name</code>\n",
        "* There are 178 restaurants in the dataset. 47% of orders were delivered from the most popular ten restaurants.\n",
        "* The most popular restaurant by order count is 'Shake Shack' with 219 orders (11.5%)\n",
        "\n",
        "<code>cuisine_type</code>\n",
        "* American is the most popular cuisine (584 orders, ~31%). Japanese and Italian cuisines are on the 2<sup>nd</sup> and 3<sup>rd</sup> places of the top.\n",
        "* Vietnamese cuisine ends the list as the less popular cuisine with 7 orders (0.4%).\n",
        "\n",
        "<code>cost_of_the_order</code>\n",
        "* Distribution is right-skewed. Median is \\$14.14.\n",
        "* It has trimodal distribution. We can assume three categories or three price levels: \\$5-17, \\$20-25, and \\$30-35.\n",
        "\n",
        "<code>day_of_the_week</code>\n",
        "* The dataset represents 71% of orders placed on weekends and 29% on weekdays.\n",
        "\n",
        "<code>rating</code>\n",
        "* Almost 39% of orders were not rated. Among the rated orders the average rating is 4.34. More than half of the rated orders have the maximum rate (5).\n",
        "\n",
        "<code>food_preparation_time</code>\n",
        "* Food preparation time distribution is close to uniform distribution. \n",
        "* Food preparation time range is from 20 to 35 mins.\n",
        "* Each value of cooking time has an equal probability of 6.25%. Median is 27 minutes, mean ~27 mins.\n",
        "* The preparation time seems longer than it should be. The orders for delivery have low priority compared with the in-house orders.\n",
        "\n",
        "<code>delivery_time</code>\n",
        "* Distribution of Delivery time is left-skewed. Median is 25 mins, mean is ~24 mins. \n",
        "* Most orders (52%) take 24-30 mins to be delivered, 8% take 31-33 mins, 40% - 15-23 mins."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "K9CqA5H_JY_U"
      },
      "source": [
        "### **Question 7**: Which are the top 5 restaurants in terms of the number of orders received? [1 mark]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "PaJZ3wlOJY_U",
        "outputId": "3858faa9-f40e-42ed-9b26-4e6190ac7a2b"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The top 5 restaurants in terms of the number of orders received are: ['Shake Shack', 'The Meatball Shop', 'Blue Ribbon Sushi', 'Blue Ribbon Fried Chicken', 'Parm']\n",
            "\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Shake Shack                  219\n",
              "The Meatball Shop            132\n",
              "Blue Ribbon Sushi            119\n",
              "Blue Ribbon Fried Chicken     96\n",
              "Parm                          68\n",
              "Name: restaurant_name, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 15
        }
      ],
      "source": [
        "print(f'The top 5 restaurants in terms of the number of orders received are: {list(df[\"restaurant_name\"].value_counts()[:5].index)}\\n')\n",
        "\n",
        "df[\"restaurant_name\"].value_counts()[:5]"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "tnjhWgUfJY_U"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "* The top 5 restaurants in terms of the number of orders received are: \n",
        "  1. Shake Shack\n",
        "  2. The Meatball Shop\n",
        "  3. Blue Ribbon Sushi\n",
        "  4. Blue Ribbon Fried Chicken\n",
        "  5. Parm\n",
        "\n",
        "* The top 5 restaurants make up 33% of total orders.\n",
        "* Shake Shack, the top restaurant had 219 orders (11.5% of total orders)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "gWPMqGq0JY_U"
      },
      "source": [
        "### **Question 8**: Which is the most popular cuisine on weekends? [1 mark]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "c-Xnus3VJY_U",
        "outputId": "c699d895-e3ba-4437-ffba-2d0d8bd9f005"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The most popular cuisine on weekends is American\n",
            "\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "cuisine_type\n",
              "American    0.307180\n",
              "Japanese    0.247964\n",
              "Italian     0.153220\n",
              "Chinese     0.120651\n",
              "Mexican     0.039230\n",
              "dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 16
        }
      ],
      "source": [
        "from locale import normalize\n",
        "print(f'The most popular cuisine on weekends is {df[df[\"day_of_the_week\"]==\"Weekend\"].value_counts(\"cuisine_type\").index[0]}\\n')\n",
        "df[df[\"day_of_the_week\"]==\"Weekend\"].value_counts(\"cuisine_type\", normalize=True)[:5]"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "bpQ270TUJY_U"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "* The most popular cuisine on weekends is American. These orders make up 31% of all orders placed on weekends.\n",
        "* Weekends are the most popular time to place orders.\n",
        "* Cuisine type preferences have weak relationships with the day of the week when orders are placed."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "88xgTqkxJY_U"
      },
      "source": [
        "### **Question 9**: What percentage of the orders cost more than 20 dollars? [2 marks]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "OTpHyTdzJY_U",
        "outputId": "0506e7f7-a9a0-402f-c86b-8a14f7a0754c"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "29.24% of the orders cost more than 20 dollars.\n"
          ]
        }
      ],
      "source": [
        "# Percentage of the orders cost more than 20 dollars\n",
        "\n",
        "print(f'{df[df[\"cost_of_the_order\"]>20].shape[0] / df.shape[0]:.2%} of the orders cost more than 20 dollars.')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "77KNAC5zJY_U"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "29% of the orders cost more than 20 dollars."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "HFyHn7hsJY_V"
      },
      "source": [
        "### **Question 10**: What is the mean order delivery time? [1 mark]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "cyFL13hNJY_V",
        "outputId": "a6fc474a-a159-4b87-f33a-27561988ce58"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The mean order delivery time is 24.16 mins\n"
          ]
        }
      ],
      "source": [
        "# The mean order delivery time\n",
        "\n",
        "print(f'The mean order delivery time is {df[\"delivery_time\"].mean():.2f} mins')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "F35SRV-HJY_V"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "* The mean order delivery time is about 24 mins. This is slightly lower than the median time (25 mins)\n",
        "* Most orders (52%) take 24-30 mins to be delivered, 8% take 31-33 mins, 40% - 15-23 mins"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "48IjaOuDJY_V"
      },
      "source": [
        "### **Question 11:** The company has decided to give 20% discount vouchers to the top 3 most frequent customers. Find the IDs of these customers and the number of orders they placed. [1 mark]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 19,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Hz8-DE4Zge0j",
        "outputId": "51af5d32-d895-478e-d87e-08722462a952"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "52832    13\n",
              "47440    10\n",
              "83287     9\n",
              "Name: customer_id, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 19
        }
      ],
      "source": [
        "df['customer_id'].value_counts()[:3]"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(f\"The 3 most frequent customers contribute {df[df['customer_id'].isin(df['customer_id'].value_counts()[:3].index)]['cost_of_the_order'].sum() / df['cost_of_the_order'].sum():.1%} of total revenue\")\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "47-cAQce0YFB",
        "outputId": "90ba1314-ace1-4b82-eac7-a4ad2121c59a"
      },
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The 3 most frequent customers contribute 1.7% of total revenue\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "9tWVwfX6JY_V"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "Top-3 customers and the number of orders they placed:\n",
        "\n",
        "|  ID   | Orders |\n",
        "|-------|--------:|\n",
        "| 52832 |    13  |\n",
        "| 47440 |    10  |\n",
        "| 83287 |     9  |\n",
        "\n",
        "\n",
        "* The three most frequent customers (0.25% of the customer base) contribute 1.7% of total revenue\n",
        "* Most of the customers (65%) placed only one order. 22% of the customers placed two orders.\n",
        "* Only 33 customers placed five and more orders\n",
        "* What is the purpose of the award (vouchers)? The loyalty programs need to be analyzed in more detail."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "AfIc2jPaJY_V"
      },
      "source": [
        "### Multivariate Analysis"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "iqiS0RT_JY_V"
      },
      "source": [
        "### **Question 12**: Perform a multivariate analysis to explore relationships between the important variables in the dataset. (It is a good idea to explore relations between numerical variables as well as relations between numerical and categorical variables) [10 marks]\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 21,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 581
        },
        "id": "qzQW_wHZ2kPa",
        "outputId": "f017c340-3084-49ff-de20-e55b940745a8"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x576 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Columns description\n",
        "vars = {'order_id': 'Order ID', \n",
        "             'customer_id': 'Customer ID',\n",
        "             'restaurant_name': 'Restaurant name',\n",
        "             'cuisine_type': 'Cuisine type',\n",
        "             'cost_of_the_order': 'Cost of the order',\n",
        "             'day_of_the_week': 'Day of the week',\n",
        "             'rating': 'Rating (category)',\n",
        "             'food_preparation_time': 'Food preparation time',\n",
        "             'delivery_time': 'Delivery time',\n",
        "             'restaurant_name_eda': 'Restaurant name',\n",
        "             'frating': 'Rating (numeric)'}\n",
        "\n",
        "# Check for correlation among numerical variables\n",
        "fig, ax = plt.subplots(figsize=(10, 8))\n",
        "sns.heatmap(data=df.select_dtypes(np.number).corr(), annot=True, cmap='Spectral', vmin=-0.1, vmax=0.1, ax=ax, fmt=\".2f\")\n",
        "ax.set_title('Correlations between the important numeric variables in the dataset\\n', fontweight='bold', fontsize=14);\n",
        "ax.set_xticklabels([textwrap.fill(vars[t.get_text()], 12) for t in ax.get_xticklabels()], fontsize=12, rotation = 0)\n",
        "ax.set_yticklabels([textwrap.fill(vars[t.get_text()], 12) for t in ax.get_yticklabels()], fontsize=12)\n",
        "plt.tight_layout()\n",
        "plt.show();"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 22,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 774
        },
        "id": "OGt5cAub7z9H",
        "outputId": "e89403da-8ef6-4a29-c49d-ff316c050aef"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x720 with 20 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Pairplot of important numeric variables in the dataset\n",
        "\n",
        "sns.pairplot(data=df.select_dtypes(np.number), diag_kind='kde')\\\n",
        "  .fig.suptitle('Pairplot of important numeric variables in the dataset', fontweight='bold', y=1.05, fontsize=18);\n",
        "\n",
        "plt.show();\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 23,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 908
        },
        "id": "8-p5ta4t9A03",
        "outputId": "544966f3-03ec-4499-cd2c-a820d97d20f1"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1152x864 with 16 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Distributions of important numeric and categorical variables in the dataset\n",
        "\n",
        "nums = df.select_dtypes(np.number).columns\n",
        "cats = ['restaurant_name_eda', 'cuisine_type', 'day_of_the_week', 'rating']\n",
        "\n",
        "fig, ax = plt.subplots(nrows=len(nums), ncols=len(cats), figsize=(16,12))\n",
        "fig.suptitle('Distributions of important numeric and categorical variables in the dataset', fontweight='bold', y=1.03, fontsize=18);\n",
        "\n",
        "for i, col in enumerate(nums):\n",
        "  for j, row in enumerate(cats):\n",
        "    sns.boxplot(x=df[col], y=df[row], ax=ax[i, j])\n",
        "    ax[i,j].set_title(vars[col] + ' vs \\n' + vars[row], fontweight='bold', fontsize=10)\n",
        "    ax[i,j].set_xlabel(vars[col])\n",
        "    ax[i,j].set_ylabel(vars[row])\n",
        "\n",
        "plt.tight_layout()\n",
        "plt.show();\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 24,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 452
        },
        "id": "6zc6A4DoNaU3",
        "outputId": "84fc9f54-f72c-466a-d051-c3e22aebba26"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1296x288 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Distribution of number of orders by cuisine type / restaurant name by day of the week\n",
        "\n",
        "fig, ax = plt.subplots(nrows=1, ncols=2,figsize=(18, 4))\n",
        "sns.countplot(data=df, x='cuisine_type', hue='day_of_the_week', ax=ax[0], dodge=True);\n",
        "ax[0].set_title('Orders by cuisine type and day of the week', fontweight='bold', fontsize=14)\n",
        "ax[0].set_xlabel('Cuisine type')\n",
        "ax[0].set_xticklabels(ax[0].get_xticklabels(), rotation = 90)\n",
        "ax[0].set_ylabel('Number of orders')\n",
        "ax[0].legend(title='Day of the week');\n",
        "\n",
        "sns.countplot(data=df, x='restaurant_name_eda', hue='day_of_the_week', ax=ax[1], dodge=True);\n",
        "ax[1].set_title('Orders by restaurant and day of the week', fontweight='bold', fontsize=14)\n",
        "ax[1].set_xlabel('Restaurant name')\n",
        "ax[1].set_xticklabels(ax[1].get_xticklabels(), rotation = 90)\n",
        "ax[1].set_ylabel('Number of orders')\n",
        "ax[1].legend(title='Day of the week');\n"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Orders value by cuisine type / restaurant name by day of the week\n",
        "\n",
        "fig, ax = plt.subplots(nrows=1, ncols=2,figsize=(18, 4))\n",
        "\n",
        "rev_cui = df.groupby(['cuisine_type', 'day_of_the_week'])['cost_of_the_order'].sum().reset_index()\n",
        "sns.barplot(data=rev_cui, x='cuisine_type', y='cost_of_the_order', hue='day_of_the_week', ax=ax[0], order=rev_cui.groupby('cuisine_type').sum().sort_values(by='cost_of_the_order')[::-1].index);\n",
        "ax[0].set_title('Orders value by cuisine type and day of the week', fontweight='bold', fontsize=14)\n",
        "ax[0].set_xlabel('Cuisine type')\n",
        "ax[0].set_xticklabels(ax[0].get_xticklabels(), rotation = 90)\n",
        "ax[0].set_ylabel('Orders value (USD)')\n",
        "ax[0].legend(title='Day of the week');\n",
        "\n",
        "rev_res = df[df['restaurant_name_eda']!='Other'].groupby(['restaurant_name_eda', 'day_of_the_week'])['cost_of_the_order'].sum().reset_index()\n",
        "sns.barplot(data=rev_res, x='restaurant_name_eda', y='cost_of_the_order', hue='day_of_the_week', ax=ax[1], order=rev_res.groupby('restaurant_name_eda').sum().sort_values(by='cost_of_the_order')[::-1].index);\n",
        "ax[1].set_title('Orders value by restaurant and day of the week', fontweight='bold', fontsize=14)\n",
        "ax[1].set_xlabel('Restaurant name')\n",
        "ax[1].set_xticklabels(ax[1].get_xticklabels(), rotation = 90)\n",
        "ax[1].set_ylabel('Orders value (USD)')\n",
        "ax[1].legend(title='Day of the week');"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 452
        },
        "id": "IbqSDtMI9Lfn",
        "outputId": "d71cd85d-640f-4c19-e07f-e27e924ec3b7"
      },
      "execution_count": 25,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1296x288 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 26,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 452
        },
        "id": "qlxUFDHoNaU3",
        "outputId": "e7c56c7b-000a-44f1-803d-41785d7b0485"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1296x288 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Distribution of number of orders by cuisine type / restaurant name by day of the week (adjusted by # of days)\n",
        "\n",
        "df1 = df.pivot_table(index='cuisine_type', columns='day_of_the_week', values='order_id', aggfunc='count')\n",
        "df1['coef'] = (df1['Weekend'] / 2) / (df1['Weekday'] / 5)\n",
        "\n",
        "df2 = df.pivot_table(index='restaurant_name_eda', columns='day_of_the_week', values='order_id', aggfunc='count')\n",
        "df2['coef'] = (df2['Weekend'] / 2) / (df2['Weekday'] / 5)\n",
        "\n",
        "fig, ax = plt.subplots(nrows=1, ncols=2,figsize=(18, 4))\n",
        "\n",
        "sns.barplot(data=df1, x=df1.index, y='coef', ax=ax[0])\n",
        "ax[0].set_title('How many orders on one weekend fall on one order on a weekday', fontweight='bold', fontsize=14)\n",
        "ax[0].set_xlabel('Cuisine type')\n",
        "ax[0].set_xticklabels(ax[0].get_xticklabels(), rotation = 90)\n",
        "ax[0].set_ylabel('Order ratio (we/wd) per day')\n",
        "\n",
        "sns.barplot(data=df2, x=df2.index, y='coef', ax=ax[1])\n",
        "ax[1].set_title('How many orders on one weekend fall on one order on a weekday', fontweight='bold', fontsize=14)\n",
        "ax[1].set_xlabel('Restaurant name')\n",
        "ax[1].set_xticklabels(ax[1].get_xticklabels(), rotation = 90)\n",
        "ax[1].set_ylabel('Order ratio (we/wd) per day');\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 27,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "KDx-fqavNaU3",
        "outputId": "7d0f2c95-402f-4f7e-ed14-8b9c19ea22eb"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Nulti-cuisines restaurants:\n",
            "    Restaurant: The Meatball Shop - Cuisines: []\n"
          ]
        }
      ],
      "source": [
        "restaurant_cuisine = df[['restaurant_name', 'cuisine_type']].drop_duplicates()\n",
        "milti_cuisine = restaurant_cuisine.value_counts('restaurant_name')\n",
        "mlist = milti_cuisine[milti_cuisine > 1].index\n",
        "\n",
        "print('Nulti-cuisines restaurants:')\n",
        "for r in mlist:\n",
        "    print(f'    Restaurant: {r} - Cuisines: {restaurant_cuisine.loc[restaurant_cuisine[\"restaurant_name\"]==i, \"cuisine_type\"].values}')\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "xB2RF0A15dBa"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "* No correlations (very weak correlation) between the important numeric variables in the dataset (all correlation coefficents are between -0.03 and +0.04)\n",
        "* In pairplot we get the same insights as from the correlation plot. There does not seem to be a relationship between numerical variables\n",
        "* The only one restaurant 'The Meatball Shop' offered more than one type of cousines: Italian and American\n",
        "\n",
        "* Cost vs. cuisine type:\n",
        "  * Median costs of Vietnamese and Korean cuisines are lower than others\n",
        "  * Median costs of French and Thai cuisines are the more expensive than others\n",
        "  * Mediterranean restaurants are the most expensive in average due to several outluer restaurants\n",
        "  * The most popular cuisines have very similar price distributions ($15-25).\n",
        "\n",
        "* Preparation time vs. Cuisine types \n",
        "  * Most cuisine types have a similar preparation time (24-32 mins).\n",
        "  * Asian cuisine restaurants differ from the others in the food preparation time and have different ranges of preparation time\n",
        "  * The range of preparation time for Vietnamese, Korean, and Spanish cuisine is less than for others, but the number of orders and the revenues from these categories are also tiny.\n",
        "\n",
        "* Delivery time vs. Day of the week\n",
        "  * The delivery time range on weekends is wider than on weekdays.\n",
        "  * Delivery time takes longer during the weekdays than during the weekends. The mean delivery time for weekends is ~22 mins, and for the weekdays is ~28 mins. Perhaps this depends on the traffic.\n",
        "\n",
        "* Rating vs. Total time\n",
        "  * There is no relationship between the ratings provided and the total time it took for customers to receive their orders\n",
        "\n",
        "* Number of orders is significantly lower in the weekdays than in weekends.\n",
        "\n",
        "* Revenues collected on weekends are times higher than on weekdays for the same cuisine or restaurants \n",
        "\n",
        "* In average on one weekday order fall 8 orders on a weekend day. However this proportion is not the same for each cuisine. The customers consume Spanish cuisine mostly in weekend 27:1 orders. Thai and Korean cuisines are also more popular on weekends.\n",
        "\n",
        "* The clients of 'RedFarm Hudson' order in weekend 10 times more in weekend (based on a day basis). 'Han Dynasty': 9:1, 'Blue Ribbon Fried Chicken': 8:1.\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "YLkMf09YJY_V"
      },
      "source": [
        "### **Question 13:** The company wants to provide a promotional offer in the advertisement of the restaurants. The condition to get the offer is that the restaurants must have a rating count of more than 50 and the average rating should be greater than 4. Find the restaurants fulfilling the criteria to get the promotional offer. [3 marks]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 28,
      "metadata": {
        "id": "0M_QDvbYJY_V",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 175
        },
        "outputId": "dda29010-6eb7-4749-eeaf-c6c5c0feb197"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "               restaurant_name  frating_mean  frating_count\n",
              "153          The Meatball Shop      4.511905             84\n",
              "20   Blue Ribbon Fried Chicken      4.328125             64\n",
              "136                Shake Shack      4.278195            133\n",
              "21           Blue Ribbon Sushi      4.219178             73"
            ],
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            ]
          },
          "metadata": {},
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        }
      ],
      "source": [
        "promo = df.groupby('restaurant_name').agg({'frating': ['mean', 'count']}).fillna(0).reset_index()\n",
        "promo.columns = [promo.columns[0][0]] + [c[0]+'_'+c[1] for c in promo.columns[1:]]\n",
        "promo[(promo['frating_count']>50) & (promo['frating_mean']>4)].sort_values(by='frating_mean', ascending=False)\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "10uryUMhJY_V"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "There are four restaurants fulfilling the criteria to get the promotional offer:\n",
        "\n",
        "| Restaurant name | Rating mean | Rating count |\n",
        "|-----------------|--------------:|---------------:|\n",
        "| The Meatball Shop | 4.51 | 84 |\n",
        "| Blue Ribbon Fried Chicken\t| 4.33 | 64 |\n",
        "| Shake Shack | 4.28 | 133 |\n",
        "| Blue Ribbon Sushi\t| 4.22 | 73 |\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "1gvWBkRUJY_V"
      },
      "source": [
        "### **Question 14:** The company charges the restaurant 25% on the orders having cost greater than 20 dollars and 15% on the orders having cost greater than 5 dollars. Find the net revenue generated by the company across all orders. [3 marks]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 29,
      "metadata": {
        "id": "rEjbnTNEJY_W",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "52a83a25-5e17-4e49-8eb7-5e02bcf46830"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The total orders value is $31,314.82\n",
            "The net revenue generated by the company across all orders is $6,166.50 (19.7%)\n"
          ]
        }
      ],
      "source": [
        "def comm(cost):\n",
        "  if cost > 20.0: return(round(0.25*cost, 2))\n",
        "  elif cost > 5.0: return(round(0.15*cost, 2))\n",
        "  else: return(0)\n",
        "\n",
        "df['commission'] = df['cost_of_the_order'].apply(comm)\n",
        "\n",
        "print(f'The total orders value is ${df[\"cost_of_the_order\"].sum():,.2f}')\n",
        "print(f'The net revenue generated by the company across all orders is ${df[\"commission\"].sum():,.2f} ({df[\"commission\"].sum()/df[\"cost_of_the_order\"].sum():.1%})')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "XHCEJgH0JY_W"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "* The total orders value is \\$31,314.82\n",
        "* The net revenue generated by the company across all orders is \\$6,166.50\n",
        "* The average commission is 19.7%\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "pRlVW-oeJY_W"
      },
      "source": [
        "### **Question 15:** The company wants to analyze the total time required to deliver the food. What percentage of orders take more than 60 minutes to get delivered from the time the order is placed? (The food has to be prepared and then delivered.) [2 marks]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 30,
      "metadata": {
        "id": "zxoTrxfLJY_W",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "c2b6082f-f5f5-45a2-f56d-990595e661fc"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "11% of orders take more than 60 minutes to get delivered from the time the order is placed.\n"
          ]
        }
      ],
      "source": [
        "df['total_order_time'] = df['food_preparation_time'] + df['delivery_time']\n",
        "\n",
        "print(f'{df[df[\"total_order_time\"]>60].shape[0] / df.shape[0]:.0%} of orders take more than 60 minutes to get delivered from the time the order is placed.')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "iqzBXn2yJY_W"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "* 11% of orders take more than 60 minutes to get delivered from the time the order is placed."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "bUd6cYpPJY_W"
      },
      "source": [
        "### **Question 16:** The company wants to analyze the delivery time of the orders on weekdays and weekends. How does the mean delivery time vary during weekdays and weekends? [2 marks]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 31,
      "metadata": {
        "id": "pIU5xZZ6JY_W",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "4d5b1585-739d-4bc3-e006-a54873dc3d47"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "day_of_the_week\n",
              "Weekday    28.340037\n",
              "Weekend    22.470022\n",
              "Name: delivery_time, dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 31
        }
      ],
      "source": [
        "df.groupby('day_of_the_week').mean()[\"delivery_time\"]"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "8H-ODxbVJY_W"
      },
      "source": [
        "#### Observations:\n",
        "\n",
        "* Averege delivery time during weekdays is ~28 mins, on weekends is ~22 mins.\n",
        "* Averege delivery time during weekends is ~6 mins faster than on weekdays."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "17roJywaJY_W"
      },
      "source": [
        "### Conclusion and Recommendations"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ZdX2Wz4FJY_W"
      },
      "source": [
        "### **Question 17:** What are your conclusions from the analysis? What recommendations would you like to share to help improve the business? (You can use cuisine type and feedback ratings to drive your business recommendations.) [6 marks]"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "VTugVsL4Ddz-"
      },
      "source": [
        "### Conclusions:\n",
        "\n",
        "* The provided dataset has nine columns listed in the Data Dictionary.\n",
        "* The dataset contains 1898 rows. Data in each row corresponds to the order placed by a customer.\n",
        "* There are no missed data and no duplicate rows in the dataset. There are no significant differences between the minimum and the maximum value for the numeric columns. Data look consistent.\n",
        "\n",
        "* Average cost of the order is \\$16.50, median is \\$14.14. Distribution is right-skewed. It has trimodal distribution. We can assume three categories or three price levels/segments: \n",
        "  * “Students”: \\$5-17.  The largest segment (66% of orders), average order \\$11. 32% of the revenue\n",
        "  * “Middle Group”: \\$20-25. The mid-segment (21% of orders), average order \\$23. 36% of the revenue\n",
        "  * “Busy profs”: \\$30-35. The smallest segment (13% of orders), average order \\$32. 32% of the revenue\n",
        "  * No orders over \\$35. It might be the dataset restrictions for the study case.\n",
        "\n",
        "All three segments contribute approximately the same share of the revenue.\n",
        "\n",
        "* General Statistics:\n",
        "  * There are 1200 unique customers in the dataset.\n",
        "  * There are 178 unique restaurants in the dataset. The top 5 restaurants made up 33% of the orders\n",
        "  * There are 14 unique cuisine types in the dataset. The top 5 cuisines made up 87% of the orders\n",
        "  * There are 1351 orders placed on weekends.\n",
        "\n",
        "  * The total orders value is \\$31,314.82\n",
        "  * The net revenue generated by the company across all orders is \\$6,166.50\n",
        "  * The average commission is 19.7%\n",
        "  * Average revenue per order is \\$3.25. It’s not enough to cover the delivery cost.\n",
        "\n",
        "* Preparation time:\n",
        "  * Preparation time average is 27.37 minutes\n",
        "  * The preparation time seems longer than it should be. The orders for delivery have low priority compared with the in-house orders.\n",
        "\n",
        "* Delivery time:\n",
        "  * Average Delivery time is 24.16 minutes: 28.34 mins on the weekday, 22.47 mins on the weekends\n",
        "\n",
        "* Rating\n",
        "  * Most of the orders were not rated. The average rating of the rated orders is 4.34. Half or even more rated orders have the highest rating"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "PWnsI0i_guWJ"
      },
      "source": [
        "### Recommendations\n",
        "\n",
        "* Delivery\n",
        "  * The average revenue per order is $3.25. It’s not enough to cover the delivery cost. Assume that delivery is a separate charge and not included in the case\n",
        "  * The average delivery time is 24 mins. One delivery person can deliver up to 10 orders per 8-hour working shift (including time to return to the starting point).\n",
        "  * Considering that the delivery charge is something that FoodHub can control, there is an opportunity to apply differentiated approaches to different segments and also:\n",
        "    * Improve food delivery on weekends by offering a discount for those who placed orders on weekdays of the current week\n",
        "    * Offer a service subscription fee instead of fixed delivery fees.\n",
        "\n",
        "* Variety of restaurants\n",
        "  * 178 restaurants available for delivery might be a weakness, as it might be a reason for an increased average delivery time, turnover, etc. \n",
        "* Considering that there were only three or fewer orders from some distant (highest delivery time on the weekend) restaurants.\n",
        "  * Decreasing the number of available restaurants may also enable the delivery of multiple orders at once by one delivery person.\n",
        "\n",
        "* Food Preparation time:\n",
        "  * The preparation time seems longer than it should be. The reason might be that the orders for delivery have low priority compared with the in-house orders.\n",
        "  * To motivate restaurants to process FoodHub orders with higher priority, suggest a differentiated or discounted fee for certain restaurants if the food preparation time is less than a threshold.\n",
        "\n",
        "* Segmentation\n",
        "  * There are three segments of orders (customers). It is essential to develop different marketing initiatives for each segment individually\n",
        "\n",
        "* Ratings\n",
        "  * Encourage customers to rate orders"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "tSoucKKbg9Hc"
      },
      "source": [
        "---"
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      "cell_type": "code",
      "execution_count": 33,
      "metadata": {
        "id": "jWXYNmJVaNBr"
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      "outputs": [],
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        "#%%shell\n",
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