{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "colab": { "provenance": [] }, "kernelspec": { "name": "python3", "display_name": "Python 3" }, "language_info": { "name": "python" } }, "cells": [ { "cell_type": "markdown", "source": [ "# AI-Powered Menu Decision Assistant for Restaurants\n", "\n", "## Project Objective\n", "This project builds an AI-powered menu decision assistant for restaurants using customer reviews and sales data.\n", "\n", "## Business Goal\n", "The goal is to identify which menu items should be promoted, improved, or removed.\n", "\n", "## Datasets Used\n", "We use four datasets:\n", "- `menu_items.csv` for menu structure, pricing, and cost information\n", "- `monthly_sales.csv` for item-level sales performance over time\n", "- `reviews.csv` for customer feedback on menu items\n", "- `menu_item_summary.csv` for a pre-combined summary of key metrics\n", "\n", "## Analytical Plan\n", "The notebook will:\n", "1. Load and inspect the datasets\n", "2. Clean and understand the data\n", "3. Analyze review sentiment\n", "4. Analyze sales and profit performance\n", "5. Combine insights across datasets\n", "6. Generate menu recommendations" ], "metadata": { "id": "L7l24xNC_s_A" } }, { "cell_type": "markdown", "source": [ "## Step 1: Importing Libraries and Loading the Datasets\n", "\n", "The first step is to import the Python libraries needed for data analysis and visualization, and then load the project datasets into pandas DataFrames.\n", "\n", "The project uses four datasets:\n", "\n", "- `menu_items.csv` for menu structure, categories, pricing, and cost information\n", "- `monthly_sales.csv` for item-level sales performance over time\n", "- `reviews.csv` for customer feedback linked to menu items\n", "- `menu_item_summary.csv` for a pre-combined summary of key metrics\n", "\n", "Loading the datasets into separate DataFrames allows the analysis to be conducted in a structured and systematic way." ], "metadata": { "id": "FMa8Idk1AnGB" } }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "deDrG3Rs_U5q" }, "outputs": [], "source": [ "# Import the main libraries needed for data analysis and visualization\n", "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "# Make charts appear directly inside the notebook\n", "%matplotlib inline\n", "\n", "# Load each dataset into a pandas DataFrame\n", "menu_df = pd.read_csv(\"menu_items.csv\")\n", "sales_df = pd.read_csv(\"monthly_sales.csv\")\n", "reviews_df = pd.read_csv(\"reviews.csv\")\n", "summary_df = pd.read_csv(\"menu_item_summary.csv\")" ] }, { "cell_type": "code", "source": [], "metadata": { "id": "5-x8lUYhDjQq" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "## Step 2: Verifying and Inspecting the Datasets\n", "\n", "After loading the datasets, it is important to verify that they were imported correctly and inspect their structure.\n", "\n", "This step focuses on:\n", "- checking dataset dimensions\n", "- previewing the first rows\n", "- identifying available columns\n", "- reviewing data types\n", "- checking for missing values\n", "\n", "This provides an initial understanding of the data and helps confirm that the files are suitable for restaurant menu analysis." ], "metadata": { "id": "_8aUH7kLAiyQ" } }, { "cell_type": "code", "source": [ "# Step 2: Verify and inspect the datasets\n", "\n", "# -----------------------------------\n", "# 1. Check dataset dimensions\n", "# -----------------------------------\n", "print(\"DATASET SHAPES\")\n", "print(\"menu_df shape:\", menu_df.shape)\n", "print(\"sales_df shape:\", sales_df.shape)\n", "print(\"reviews_df shape:\", reviews_df.shape)\n", "print(\"summary_df shape:\", summary_df.shape)\n", "\n", "# -----------------------------------\n", "# 2. Preview the first rows\n", "# -----------------------------------\n", "print(\"\\n\" + \"=\"*60)\n", "print(\"MENU DATA PREVIEW\")\n", "display(menu_df.head())\n", "\n", "print(\"SALES DATA PREVIEW\")\n", "display(sales_df.head())\n", "\n", "print(\"REVIEWS DATA PREVIEW\")\n", "display(reviews_df.head())\n", "\n", "print(\"SUMMARY DATA PREVIEW\")\n", "display(summary_df.head())\n", "\n", "# -----------------------------------\n", "# 3. Display column names\n", "# -----------------------------------\n", "print(\"\\n\" + \"=\"*60)\n", "print(\"MENU DATASET COLUMNS\")\n", "for col in menu_df.columns:\n", " print(\"-\", col)\n", "\n", "print(\"\\nSALES DATASET COLUMNS\")\n", "for col in sales_df.columns:\n", " print(\"-\", col)\n", "\n", "print(\"\\nREVIEWS DATASET COLUMNS\")\n", "for col in reviews_df.columns:\n", " print(\"-\", col)\n", "\n", "print(\"\\nSUMMARY DATASET COLUMNS\")\n", "for col in summary_df.columns:\n", " print(\"-\", col)\n", "\n", "# -----------------------------------\n", "# 4. Display data types\n", "# object = text\n", "# int64 = whole number\n", "# float64 = decimal number\n", "# -----------------------------------\n", "print(\"\\n\" + \"=\"*60)\n", "print(\"DATA TYPES IN MENU DATASET\")\n", "display(menu_df.dtypes.to_frame(name=\"data_type\"))\n", "\n", "print(\"DATA TYPES IN SALES DATASET\")\n", "display(sales_df.dtypes.to_frame(name=\"data_type\"))\n", "\n", "print(\"DATA TYPES IN REVIEWS DATASET\")\n", "display(reviews_df.dtypes.to_frame(name=\"data_type\"))\n", "\n", "print(\"DATA TYPES IN SUMMARY DATASET\")\n", "display(summary_df.dtypes.to_frame(name=\"data_type\"))\n", "\n", "# -----------------------------------\n", "# 5. Check missing values\n", "# -----------------------------------\n", "print(\"\\n\" + \"=\"*60)\n", "print(\"MISSING VALUES IN MENU DATASET\")\n", "display(menu_df.isnull().sum().to_frame(name=\"missing_values\"))\n", "\n", "print(\"MISSING VALUES IN SALES DATASET\")\n", "display(sales_df.isnull().sum().to_frame(name=\"missing_values\"))\n", "\n", "print(\"MISSING VALUES IN REVIEWS DATASET\")\n", "display(reviews_df.isnull().sum().to_frame(name=\"missing_values\"))\n", "\n", "print(\"MISSING VALUES IN SUMMARY DATASET\")\n", "display(summary_df.isnull().sum().to_frame(name=\"missing_values\"))" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "kR1W-raL_g1r", "outputId": "345d69ce-79f1-438b-ce51-eb06913face6" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "DATASET SHAPES\n", "menu_df shape: (12, 8)\n", "sales_df shape: (144, 11)\n", "reviews_df shape: (192, 6)\n", "summary_df shape: (12, 11)\n", "\n", "============================================================\n", "MENU DATA PREVIEW\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ " restaurant_name cuisine_type \\\n", "0 Trattoria Bellapasta Italian pasta restaurant \n", "1 Trattoria Bellapasta Italian pasta restaurant \n", "2 Trattoria Bellapasta Italian pasta restaurant \n", "3 Trattoria Bellapasta Italian pasta restaurant \n", "4 Trattoria Bellapasta Italian pasta restaurant \n", "\n", " menu_item category listed_price food_cost \\\n", "0 Bruschetta al Pomodoro Antipasti 8.5 2.4 \n", "1 Arancini al Tartufo Antipasti 9.5 3.1 \n", "2 Spaghetti Pomodoro Classico Tomato Pastas 13.5 3.8 \n", "3 Penne Arrabbiata Tomato Pastas 14.0 4.0 \n", "4 Rigatoni alla Norma Tomato Pastas 15.5 4.9 \n", "\n", " prep_time_minutes vegetarian_flag \n", "0 7 0 \n", "1 9 0 \n", "2 11 1 \n", "3 11 1 \n", "4 13 1 " ], "text/html": [ "\n", "
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0Trattoria BellapastaItalian pasta restaurantBruschetta al PomodoroAntipasti8.52.470
1Trattoria BellapastaItalian pasta restaurantArancini al TartufoAntipasti9.53.190
2Trattoria BellapastaItalian pasta restaurantSpaghetti Pomodoro ClassicoTomato Pastas13.53.8111
3Trattoria BellapastaItalian pasta restaurantPenne ArrabbiataTomato Pastas14.04.0111
4Trattoria BellapastaItalian pasta restaurantRigatoni alla NormaTomato Pastas15.54.9131
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0Trattoria Bellapasta2025-01Bruschetta al Pomodoro1598.51351.5381.6969.90.71760.0210.267
1Trattoria Bellapasta2025-02Bruschetta al Pomodoro1608.51360.0384.0976.00.71760.0360.291
2Trattoria Bellapasta2025-03Bruschetta al Pomodoro1908.51615.0456.01159.00.71760.0220.275
3Trattoria Bellapasta2025-04Bruschetta al Pomodoro1798.51521.5429.61091.90.71760.0250.280
4Trattoria Bellapasta2025-05Bruschetta al Pomodoro1898.51606.5453.61152.90.71760.0240.289
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0R103Trattoria Bellapasta2025-01-12Tagliatelle ai Funghi4I would order the Tagliatelle ai Funghi again,...
1R133Trattoria Bellapasta2025-01-12Linguine alle Vongole3The Linguine alle Vongole was fine overall, bu...
2R013Trattoria Bellapasta2025-01-15Bruschetta al Pomodoro4Loved the Bruschetta al Pomodoro; it felt fres...
3R072Trattoria Bellapasta2025-01-18Rigatoni alla Norma3The Rigatoni alla Norma was disappointing and ...
4R016Trattoria Bellapasta2025-01-19Bruschetta al Pomodoro4The Bruschetta al Pomodoro arrived hot, tasty,...
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0Trattoria BellapastaBruschetta al PomodoroAntipasti8.52.4251421369.00.71760.0275184.50
1Trattoria BellapastaArancini al TartufoAntipasti9.53.1140413338.00.67370.0590143.86
2Trattoria BellapastaSpaghetti Pomodoro ClassicoTomato Pastas13.53.8326444064.00.71850.0177204.55
3Trattoria BellapastaPenne ArrabbiataTomato Pastas14.04.0212929806.00.71430.0512163.69
4Trattoria BellapastaRigatoni alla NormaTomato Pastas15.54.9148122955.50.68390.0777152.93
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Create working copies\n", "# -----------------------------------\n", "menu_clean = menu_df.copy()\n", "sales_clean = sales_df.copy()\n", "reviews_clean = reviews_df.copy()\n", "summary_clean = summary_df.copy()\n", "\n", "# -----------------------------------\n", "# 2. Standardize column names\n", "# Convert to lowercase and remove extra spaces\n", "# -----------------------------------\n", "menu_clean.columns = menu_clean.columns.str.strip().str.lower()\n", "sales_clean.columns = sales_clean.columns.str.strip().str.lower()\n", "reviews_clean.columns = reviews_clean.columns.str.strip().str.lower()\n", "summary_clean.columns = summary_clean.columns.str.strip().str.lower()\n", "\n", "# -----------------------------------\n", "# 3. Standardize key text fields\n", "# -----------------------------------\n", "for df in [menu_clean, sales_clean, reviews_clean, summary_clean]:\n", " if \"menu_item\" in df.columns:\n", " df[\"menu_item\"] = df[\"menu_item\"].astype(str).str.strip()\n", " if \"restaurant_name\" in df.columns:\n", " df[\"restaurant_name\"] = df[\"restaurant_name\"].astype(str).str.strip()\n", "\n", "# -----------------------------------\n", "# 4. Convert review_date to datetime if present\n", "# -----------------------------------\n", "if \"review_date\" in reviews_clean.columns:\n", " reviews_clean[\"review_date\"] = pd.to_datetime(reviews_clean[\"review_date\"], errors=\"coerce\")\n", "\n", "# -----------------------------------\n", "# 5. Check cleaned column names\n", "# -----------------------------------\n", "print(\"CLEANED COLUMN NAMES IN MENU DATASET\")\n", "print(menu_clean.columns.tolist())\n", "\n", "print(\"\\nCLEANED COLUMN NAMES IN SALES DATASET\")\n", "print(sales_clean.columns.tolist())\n", "\n", "print(\"\\nCLEANED COLUMN NAMES IN REVIEWS DATASET\")\n", "print(reviews_clean.columns.tolist())\n", "\n", "print(\"\\nCLEANED COLUMN NAMES IN SUMMARY DATASET\")\n", "print(summary_clean.columns.tolist())\n", "\n", "# -----------------------------------\n", "# 6. Check menu item consistency across datasets\n", "# -----------------------------------\n", "menu_items_menu = set(menu_clean[\"menu_item\"].unique())\n", "menu_items_sales = set(sales_clean[\"menu_item\"].unique())\n", "menu_items_reviews = set(reviews_clean[\"menu_item\"].unique())\n", "menu_items_summary = set(summary_clean[\"menu_item\"].unique())\n", "\n", "print(\"\\n\" + \"=\"*60)\n", "print(\"UNIQUE MENU ITEMS BY DATASET\")\n", "print(\"Menu dataset:\", len(menu_items_menu))\n", "print(\"Sales dataset:\", len(menu_items_sales))\n", "print(\"Reviews dataset:\", len(menu_items_reviews))\n", "print(\"Summary dataset:\", len(menu_items_summary))\n", "\n", "print(\"\\nMENU ITEMS MISSING FROM SALES DATASET\")\n", "print(menu_items_menu - menu_items_sales)\n", "\n", "print(\"\\nMENU ITEMS MISSING FROM REVIEWS DATASET\")\n", "print(menu_items_menu - menu_items_reviews)\n", "\n", "print(\"\\nMENU ITEMS MISSING FROM SUMMARY DATASET\")\n", "print(menu_items_menu - menu_items_summary)\n", "\n", "# -----------------------------------\n", "# 7. Confirm date conversion if applicable\n", "# -----------------------------------\n", "if \"review_date\" in reviews_clean.columns:\n", " print(\"\\nDATA TYPE OF review_date AFTER CLEANING:\")\n", " print(reviews_clean[\"review_date\"].dtype)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "V--T1gne_hFh", "outputId": "9e40395b-0329-4eea-83a1-2b9fb664593f" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "CLEANED COLUMN NAMES IN MENU DATASET\n", "['restaurant_name', 'cuisine_type', 'menu_item', 'category', 'listed_price', 'food_cost', 'prep_time_minutes', 'vegetarian_flag']\n", "\n", "CLEANED COLUMN NAMES IN SALES DATASET\n", "['restaurant_name', 'month', 'menu_item', 'orders', 'unit_price', 'revenue', 'total_food_cost', 'gross_profit', 'profit_margin', 'complaint_rate', 'repeat_order_rate']\n", "\n", "CLEANED COLUMN NAMES IN REVIEWS DATASET\n", "['review_id', 'restaurant_name', 'review_date', 'menu_item', 'rating', 'review_text']\n", "\n", "CLEANED COLUMN NAMES IN SUMMARY DATASET\n", "['restaurant_name', 'menu_item', 'category', 'listed_price', 'food_cost', 'annual_orders', 'annual_revenue', 'avg_profit_margin', 'avg_complaint_rate', 'review_count', 'avg_rating']\n", "\n", "============================================================\n", "UNIQUE MENU ITEMS BY DATASET\n", "Menu dataset: 12\n", "Sales dataset: 12\n", "Reviews dataset: 12\n", "Summary dataset: 12\n", "\n", "MENU ITEMS MISSING FROM SALES DATASET\n", "set()\n", "\n", "MENU ITEMS MISSING FROM REVIEWS DATASET\n", "set()\n", "\n", "MENU ITEMS MISSING FROM SUMMARY DATASET\n", "set()\n", "\n", "DATA TYPE OF review_date AFTER CLEANING:\n", "datetime64[ns]\n" ] } ] }, { "cell_type": "markdown", "source": [ "## Step 4: Exploring Menu Structure and Profitability\n", "\n", "After cleaning the datasets, the next step is to explore the structure and financial logic of the menu.\n", "\n", "This section focuses on two questions:\n", "\n", "1. **How is the menu distributed across categories?** \n", " This helps us understand the overall composition of the restaurant offering.\n", "\n", "2. **Which menu items are financially stronger or weaker?** \n", " This is assessed using listed price, food cost, and profit margin percentage.\n", "\n", "This step is important because menu decisions should not depend only on customer reviews or sales volume. \n", "They should also consider the financial attractiveness of each dish." ], "metadata": { "id": "2fp8zIqZBc8H" } }, { "cell_type": "code", "source": [ "# Step 4: Explore menu structure and profitability\n", "\n", "# -----------------------------------\n", "# 1. Count menu items by category\n", "# -----------------------------------\n", "category_counts = menu_clean[\"category\"].value_counts().sort_values(ascending=False)\n", "\n", "# -----------------------------------\n", "# 2. Calculate profit margin percentage\n", "# Profit margin % = ((listed price - food cost) / listed price) * 100\n", "# -----------------------------------\n", "menu_clean[\"profit_margin_pct\"] = (\n", " (menu_clean[\"listed_price\"] - menu_clean[\"food_cost\"]) / menu_clean[\"listed_price\"]\n", ") * 100\n", "\n", "menu_clean[\"profit_margin_pct\"] = menu_clean[\"profit_margin_pct\"].round(2)\n", "\n", "# -----------------------------------\n", "# 3. Create a clean menu economics table\n", "# -----------------------------------\n", "menu_economics = menu_clean[[\n", " \"menu_item\", \"category\", \"listed_price\", \"food_cost\", \"profit_margin_pct\"\n", "]].sort_values(by=\"profit_margin_pct\", ascending=False)\n", "\n", "print(\"MENU ECONOMICS SUMMARY\")\n", "display(menu_economics)\n", "\n", "# -----------------------------------\n", "# 4. Display top and bottom 3 items by profit margin\n", "# -----------------------------------\n", "print(\"TOP 3 MENU ITEMS BY PROFIT MARGIN\")\n", "display(menu_economics.head(3))\n", "\n", "print(\"BOTTOM 3 MENU ITEMS BY PROFIT MARGIN\")\n", "display(menu_economics.tail(3))\n", "\n", "# -----------------------------------\n", "# 5. Pie chart: share of menu items by category\n", "# -----------------------------------\n", "plt.figure(figsize=(7, 7))\n", "plt.pie(\n", " category_counts,\n", " labels=category_counts.index,\n", " autopct=\"%1.1f%%\",\n", " startangle=90\n", ")\n", "plt.title(\"Menu Composition by Category\")\n", "plt.show()\n", "\n", "# -----------------------------------\n", "# 6. Horizontal bar chart: profit margin by menu item\n", "# -----------------------------------\n", "margin_plot = menu_clean.sort_values(by=\"profit_margin_pct\", ascending=True)\n", "\n", "plt.figure(figsize=(10, 7))\n", "bars = plt.barh(margin_plot[\"menu_item\"], margin_plot[\"profit_margin_pct\"])\n", "plt.title(\"Profit Margin Percentage by Menu Item\")\n", "plt.xlabel(\"Profit Margin (%)\")\n", "plt.ylabel(\"Menu Item\")\n", "\n", "# Add value labels to improve readability\n", "for bar in bars:\n", " width = bar.get_width()\n", " plt.text(width + 0.3, bar.get_y() + bar.get_height()/2, f\"{width:.1f}%\",\n", " va=\"center\")\n", "\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "wimi2cZK_hIX", "outputId": "9a309135-d68e-4da4-ede3-9b72defe803c" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "MENU ECONOMICS SUMMARY\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ " menu_item category listed_price food_cost \\\n", "2 Spaghetti Pomodoro Classico Tomato Pastas 13.5 3.8 \n", "0 Bruschetta al Pomodoro Antipasti 8.5 2.4 \n", "3 Penne Arrabbiata Tomato Pastas 14.0 4.0 \n", "4 Rigatoni alla Norma Tomato Pastas 15.5 4.9 \n", "11 Gnocchi al Pesto Baked Pastas 17.0 5.5 \n", "1 Arancini al Tartufo Antipasti 9.5 3.1 \n", "6 Tagliatelle ai Funghi Cream Pastas 17.5 5.9 \n", "5 Fettuccine Alfredo Cream Pastas 16.0 5.4 \n", "10 Lasagna della Casa Baked Pastas 18.5 6.7 \n", "7 Pappardelle al Tartufo Cream Pastas 21.0 7.8 \n", "8 Linguine alle Vongole Seafood Pastas 20.0 8.2 \n", "9 Spaghetti Frutti di Mare Seafood Pastas 22.0 9.4 \n", "\n", " profit_margin_pct \n", "2 71.85 \n", "0 71.76 \n", "3 71.43 \n", "4 68.39 \n", "11 67.65 \n", "1 67.37 \n", "6 66.29 \n", "5 66.25 \n", "10 63.78 \n", "7 62.86 \n", "8 59.00 \n", "9 57.27 " ], "text/html": [ "\n", "
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\n" 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}, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "## Step 5: Analyzing Sales Performance by Menu Item\n", "\n", "After exploring the menu structure and profit margins, the next step is to evaluate sales performance.\n", "\n", "This step focuses on:\n", "- total orders by menu item\n", "- total revenue by menu item\n", "- total profit by menu item\n", "- the strongest and weakest performing dishes\n", "\n", "This is important because menu decisions should not rely only on customer feedback. \n", "A dish may be well reviewed but sell poorly, or sell well but contribute little profit.\n", "\n", "By analyzing sales performance, the project begins to identify which menu items create the most business value for the restaurant." ], "metadata": { "id": "1ndJvNarCECe" } }, { "cell_type": "code", "source": [ "# Step 5: Analyze sales performance by menu item\n", "\n", "# -----------------------------------\n", "# 1. Aggregate sales data at the menu item level\n", "# -----------------------------------\n", "sales_item_summary = sales_clean.groupby(\"menu_item\").agg(\n", " total_orders=(\"orders\", \"sum\"),\n", " total_revenue=(\"revenue\", \"sum\"),\n", " total_gross_profit=(\"gross_profit\", \"sum\"),\n", " avg_monthly_orders=(\"orders\", \"mean\"),\n", " avg_monthly_revenue=(\"revenue\", \"mean\"),\n", " avg_monthly_gross_profit=(\"gross_profit\", \"mean\")\n", ").reset_index()\n", "\n", "# Round selected columns for cleaner presentation\n", "sales_item_summary[\"avg_monthly_orders\"] = sales_item_summary[\"avg_monthly_orders\"].round(2)\n", "sales_item_summary[\"avg_monthly_revenue\"] = sales_item_summary[\"avg_monthly_revenue\"].round(2)\n", "sales_item_summary[\"avg_monthly_gross_profit\"] = sales_item_summary[\"avg_monthly_gross_profit\"].round(2)\n", "sales_item_summary[\"total_revenue\"] = sales_item_summary[\"total_revenue\"].round(2)\n", "sales_item_summary[\"total_gross_profit\"] = sales_item_summary[\"total_gross_profit\"].round(2)\n", "\n", "# -----------------------------------\n", "# 2. Rank items by orders, revenue, and gross profit\n", "# -----------------------------------\n", "sales_ranked = sales_item_summary.sort_values(by=\"total_orders\", ascending=False)\n", "\n", "print(\"SALES PERFORMANCE SUMMARY BY MENU ITEM\")\n", "display(sales_ranked)\n", "\n", "# -----------------------------------\n", "# 3. Identify top and bottom performers\n", "# -----------------------------------\n", "top_orders = sales_item_summary.sort_values(by=\"total_orders\", ascending=False).head(3)\n", "bottom_orders = sales_item_summary.sort_values(by=\"total_orders\", ascending=True).head(3)\n", "\n", "top_revenue = sales_item_summary.sort_values(by=\"total_revenue\", ascending=False).head(3)\n", "top_gross_profit = sales_item_summary.sort_values(by=\"total_gross_profit\", ascending=False).head(3)\n", "\n", "print(\"\\nTOP 3 MENU ITEMS BY TOTAL ORDERS\")\n", "display(top_orders)\n", "\n", "print(\"BOTTOM 3 MENU ITEMS BY TOTAL ORDERS\")\n", "display(bottom_orders)\n", "\n", "print(\"TOP 3 MENU ITEMS BY TOTAL REVENUE\")\n", "display(top_revenue)\n", "\n", "print(\"TOP 3 MENU ITEMS BY TOTAL GROSS PROFIT\")\n", "display(top_gross_profit)\n", "\n", "# -----------------------------------\n", "# 4. Merge sales summary with category information\n", "# -----------------------------------\n", "sales_with_category = sales_item_summary.merge(\n", " menu_clean[[\"menu_item\", \"category\"]],\n", " on=\"menu_item\",\n", " how=\"left\"\n", ")\n", "\n", "# -----------------------------------\n", "# 5. Category-level sales summary\n", "# -----------------------------------\n", "category_sales_summary = sales_with_category.groupby(\"category\").agg(\n", " total_orders=(\"total_orders\", \"sum\"),\n", " total_revenue=(\"total_revenue\", \"sum\"),\n", " total_gross_profit=(\"total_gross_profit\", \"sum\")\n", ").reset_index()\n", "\n", "category_sales_summary = category_sales_summary.sort_values(by=\"total_orders\", ascending=False)\n", "\n", "print(\"CATEGORY-LEVEL SALES SUMMARY\")\n", "display(category_sales_summary)\n", "\n", "# -----------------------------------\n", "# 6. Visualize total orders by menu item\n", "# -----------------------------------\n", "orders_plot = sales_item_summary.sort_values(by=\"total_orders\", ascending=False)\n", "\n", "plt.figure(figsize=(10, 6))\n", "plt.bar(orders_plot[\"menu_item\"], orders_plot[\"total_orders\"])\n", "plt.title(\"Total Orders by Menu Item\")\n", "plt.xlabel(\"Menu Item\")\n", "plt.ylabel(\"Total Orders\")\n", "plt.xticks(rotation=75)\n", "plt.show()\n", "\n", "# -----------------------------------\n", "# 7. Visualize total gross profit by menu item\n", "# -----------------------------------\n", "profit_plot = sales_item_summary.sort_values(by=\"total_gross_profit\", ascending=False)\n", "\n", "plt.figure(figsize=(10, 6))\n", "plt.bar(profit_plot[\"menu_item\"], profit_plot[\"total_gross_profit\"])\n", "plt.title(\"Total Gross Profit by Menu Item\")\n", "plt.xlabel(\"Menu Item\")\n", "plt.ylabel(\"Total Gross Profit\")\n", "plt.xticks(rotation=75)\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "hZTBgmMq_hLP", "outputId": "2765e064-9409-4425-edde-4a32f80ade47" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "SALES PERFORMANCE SUMMARY BY MENU ITEM\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ " menu_item total_orders total_revenue \\\n", "10 Spaghetti Pomodoro Classico 3264 44064.0 \n", "2 Fettuccine Alfredo 2758 44128.0 \n", "1 Bruschetta al Pomodoro 2514 21369.0 \n", "11 Tagliatelle ai Funghi 2441 42717.5 \n", "3 Gnocchi al Pesto 2393 40681.0 \n", "4 Lasagna della Casa 2287 42309.5 \n", "7 Penne Arrabbiata 2129 29806.0 \n", "6 Pappardelle al Tartufo 1700 35700.0 \n", "5 Linguine alle Vongole 1685 33700.0 \n", "8 Rigatoni alla Norma 1481 22955.5 \n", "0 Arancini al Tartufo 1404 13338.0 \n", "9 Spaghetti Frutti di Mare 1030 22660.0 \n", "\n", " total_gross_profit avg_monthly_orders avg_monthly_revenue \\\n", "10 31660.8 272.00 3672.00 \n", "2 29234.8 229.83 3677.33 \n", "1 15335.4 209.50 1780.75 \n", "11 28315.6 203.42 3559.79 \n", "3 27519.5 199.42 3390.08 \n", "4 26986.6 190.58 3525.79 \n", "7 21290.0 177.42 2483.83 \n", "6 22440.0 141.67 2975.00 \n", "5 19883.0 140.42 2808.33 \n", "8 15698.6 123.42 1912.96 \n", "0 8985.6 117.00 1111.50 \n", "9 12978.0 85.83 1888.33 \n", "\n", " avg_monthly_gross_profit \n", "10 2638.40 \n", "2 2436.23 \n", "1 1277.95 \n", "11 2359.63 \n", "3 2293.29 \n", "4 2248.88 \n", "7 1774.17 \n", "6 1870.00 \n", "5 1656.92 \n", "8 1308.22 \n", "0 748.80 \n", "9 1081.50 " ], "text/html": [ "\n", "
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menu_itemtotal_orderstotal_revenuetotal_gross_profitavg_monthly_ordersavg_monthly_revenueavg_monthly_gross_profit
10Spaghetti Pomodoro Classico326444064.031660.8272.003672.002638.40
2Fettuccine Alfredo275844128.029234.8229.833677.332436.23
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\n" 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}, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "## Step 6: Analyzing Customer Reviews by Menu Item\n", "\n", "After evaluating the financial performance of the menu, the next step is to analyze customer feedback.\n", "\n", "This step focuses on:\n", "- average rating by menu item\n", "- number of reviews by menu item\n", "- the relative strength of customer feedback across dishes\n", "\n", "This is important because a menu item should not be judged only by sales performance. \n", "A dish may sell well but still receive weak customer feedback, which could indicate quality, consistency, or value issues.\n", "\n", "By analyzing reviews, the project adds the customer perspective to the menu decision process." ], "metadata": { "id": "oTeuMCUSDNer" } }, { "cell_type": "code", "source": [ "# Step 6: Analyze customer reviews by menu item\n", "\n", "# -----------------------------------\n", "# 1. Aggregate review data at the menu item level\n", "# -----------------------------------\n", "review_item_summary = reviews_clean.groupby(\"menu_item\").agg(\n", " review_count=(\"review_id\", \"count\"),\n", " avg_rating=(\"rating\", \"mean\")\n", ").reset_index()\n", "\n", "# Round average rating for cleaner presentation\n", "review_item_summary[\"avg_rating\"] = review_item_summary[\"avg_rating\"].round(2)\n", "\n", "# -----------------------------------\n", "# 2. Create a star-style representation of ratings\n", "# This makes the review results more intuitive to read\n", "# -----------------------------------\n", "review_item_summary[\"rating_stars\"] = review_item_summary[\"avg_rating\"].apply(\n", " lambda x: \"★\" * int(round(x)) + \"☆\" * (5 - int(round(x)))\n", ")\n", "\n", "# -----------------------------------\n", "# 3. Display the main review summary table\n", "# -----------------------------------\n", "review_ranked = review_item_summary.sort_values(by=\"avg_rating\", ascending=False)\n", "\n", "print(\"REVIEW PERFORMANCE SUMMARY BY MENU ITEM\")\n", "display(review_ranked)\n", "\n", "# -----------------------------------\n", "# 4. Identify strongest and weakest rated items\n", "# -----------------------------------\n", "top_rated = review_item_summary.sort_values(by=\"avg_rating\", ascending=False).head(3)\n", "lowest_rated = review_item_summary.sort_values(by=\"avg_rating\", ascending=True).head(3)\n", "most_reviewed = review_item_summary.sort_values(by=\"review_count\", ascending=False).head(3)\n", "\n", "print(\"\\nTOP 3 MENU ITEMS BY AVERAGE RATING\")\n", "display(top_rated)\n", "\n", "print(\"BOTTOM 3 MENU ITEMS BY AVERAGE RATING\")\n", "display(lowest_rated)\n", "\n", "print(\"TOP 3 MOST REVIEWED MENU ITEMS\")\n", "display(most_reviewed)\n", "\n", "# -----------------------------------\n", "# 5. Display a cleaner rating presentation table\n", "# -----------------------------------\n", "review_display = review_item_summary.sort_values(by=\"avg_rating\", ascending=False)[\n", " [\"menu_item\", \"avg_rating\", \"rating_stars\", \"review_count\"]\n", "]\n", "\n", "print(\"STAR-STYLE REVIEW SUMMARY\")\n", "display(review_display)\n", "\n", "# -----------------------------------\n", "# 6. Visualize average rating by menu item\n", "# Horizontal bar chart is easier to read for long menu item names\n", "# -----------------------------------\n", "rating_plot = review_item_summary.sort_values(by=\"avg_rating\", ascending=True)\n", "\n", "plt.figure(figsize=(10, 6))\n", "plt.barh(rating_plot[\"menu_item\"], rating_plot[\"avg_rating\"])\n", "plt.title(\"Average Rating by Menu Item\")\n", "plt.xlabel(\"Average Rating\")\n", "plt.ylabel(\"Menu Item\")\n", "plt.show()\n", "\n", "# -----------------------------------\n", "# 7. Visualize review count by menu item\n", "# -----------------------------------\n", "review_count_plot = review_item_summary.sort_values(by=\"review_count\", ascending=True)\n", "\n", "plt.figure(figsize=(10, 6))\n", "plt.barh(review_count_plot[\"menu_item\"], review_count_plot[\"review_count\"])\n", "plt.title(\"Number of Reviews by Menu Item\")\n", "plt.xlabel(\"Review Count\")\n", "plt.ylabel(\"Menu Item\")\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "qcEhdfCF_hNk", "outputId": "a09fadd1-9613-4d1d-8a34-f0b200a4dd00" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "REVIEW PERFORMANCE SUMMARY BY MENU ITEM\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ " menu_item review_count avg_rating rating_stars\n", "6 Pappardelle al Tartufo 14 4.64 ★★★★★\n", "10 Spaghetti Pomodoro Classico 20 4.55 ★★★★★\n", "1 Bruschetta al Pomodoro 18 4.50 ★★★★☆\n", "3 Gnocchi al Pesto 16 4.38 ★★★★☆\n", "11 Tagliatelle ai Funghi 16 4.38 ★★★★☆\n", "2 Fettuccine Alfredo 17 4.12 ★★★★☆\n", "4 Lasagna della Casa 18 4.11 ★★★★☆\n", "0 Arancini al Tartufo 14 3.86 ★★★★☆\n", "7 Penne Arrabbiata 16 3.69 ★★★★☆\n", "5 Linguine alle Vongole 15 3.67 ★★★★☆\n", "8 Rigatoni alla Norma 15 2.93 ★★★☆☆\n", "9 Spaghetti Frutti di Mare 13 2.92 ★★★☆☆" ], "text/html": [ "\n", "
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\n" 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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "## Step 7: Combining Sales and Review Metrics\n", "\n", "The next step is to combine the business and customer dimensions of menu performance into one integrated table.\n", "\n", "This step brings together:\n", "- menu structure\n", "- cost and price information\n", "- profit margin\n", "- sales performance\n", "- customer review performance\n", "\n", "This is important because a strong menu decision should not be based on a single metric. \n", "A balanced recommendation requires considering demand, profitability, and customer satisfaction together." ], "metadata": { "id": "tgXP0M9hFfkb" } }, { "cell_type": "code", "source": [ "# Step 7: Combine menu, sales, and review data into one decision table\n", "\n", "# -----------------------------------\n", "# 1. Merge menu-level financial data with sales summary\n", "# -----------------------------------\n", "decision_df = menu_clean.merge(\n", " sales_item_summary,\n", " on=\"menu_item\",\n", " how=\"left\"\n", ")\n", "\n", "# -----------------------------------\n", "# 2. Merge review summary data\n", "# -----------------------------------\n", "decision_df = decision_df.merge(\n", " review_item_summary,\n", " on=\"menu_item\",\n", " how=\"left\"\n", ")\n", "\n", "# -----------------------------------\n", "# 3. Select the most relevant variables for decision-making\n", "# -----------------------------------\n", "decision_df = decision_df[[\n", " \"menu_item\",\n", " \"category\",\n", " \"listed_price\",\n", " \"food_cost\",\n", " \"profit_margin_pct\",\n", " \"total_orders\",\n", " \"total_revenue\",\n", " \"total_gross_profit\",\n", " \"avg_rating\",\n", " \"review_count\",\n", " \"rating_stars\"\n", "]]\n", "\n", "# -----------------------------------\n", "# 4. Round selected numeric columns for cleaner presentation\n", "# -----------------------------------\n", "decision_df[\"profit_margin_pct\"] = decision_df[\"profit_margin_pct\"].round(2)\n", "decision_df[\"total_revenue\"] = decision_df[\"total_revenue\"].round(2)\n", "decision_df[\"total_gross_profit\"] = decision_df[\"total_gross_profit\"].round(2)\n", "decision_df[\"avg_rating\"] = decision_df[\"avg_rating\"].round(2)\n", "\n", "# -----------------------------------\n", "# 5. Display the combined decision table\n", "# -----------------------------------\n", "print(\"COMBINED DECISION TABLE\")\n", "display(decision_df.sort_values(by=\"total_orders\", ascending=False))\n", "\n", "# -----------------------------------\n", "# 6. Display a cleaner star-style summary table\n", "# This makes the review results easier to interpret visually\n", "# -----------------------------------\n", "star_summary = decision_df[[\n", " \"menu_item\",\n", " \"avg_rating\",\n", " \"rating_stars\",\n", " \"review_count\",\n", " \"total_orders\",\n", " \"profit_margin_pct\"\n", "]].sort_values(by=\"avg_rating\", ascending=False)\n", "\n", "print(\"STAR-STYLE MENU PERFORMANCE SUMMARY\")\n", "display(star_summary)\n", "\n", "# -----------------------------------\n", "# 7. Create performance quadrants\n", "# -----------------------------------\n", "avg_orders = decision_df[\"total_orders\"].mean()\n", "avg_rating = decision_df[\"avg_rating\"].mean()\n", "\n", "def performance_quadrant(row):\n", " if row[\"total_orders\"] >= avg_orders and row[\"avg_rating\"] >= avg_rating:\n", " return \"High Sales / High Rating\"\n", " elif row[\"total_orders\"] >= avg_orders and row[\"avg_rating\"] < avg_rating:\n", " return \"High Sales / Low Rating\"\n", " elif row[\"total_orders\"] < avg_orders and row[\"avg_rating\"] >= avg_rating:\n", " return \"Low Sales / High Rating\"\n", " else:\n", " return \"Low Sales / Low Rating\"\n", "\n", "decision_df[\"performance_quadrant\"] = decision_df.apply(performance_quadrant, axis=1)\n", "\n", "# -----------------------------------\n", "# 8. Display a clean quadrant summary table\n", "# -----------------------------------\n", "quadrant_summary = decision_df[[\n", " \"menu_item\",\n", " \"total_orders\",\n", " \"avg_rating\",\n", " \"rating_stars\",\n", " \"performance_quadrant\"\n", "]].sort_values(by=[\"performance_quadrant\", \"total_orders\"], ascending=[True, False])\n", "\n", "print(\"MENU ITEM PERFORMANCE QUADRANTS\")\n", "display(quadrant_summary)\n", "\n", "# -----------------------------------\n", "# 9. Plot the quadrant chart with a legend\n", "# -----------------------------------\n", "color_map = {\n", " \"High Sales / High Rating\": \"green\",\n", " \"High Sales / Low Rating\": \"orange\",\n", " \"Low Sales / High Rating\": \"blue\",\n", " \"Low Sales / Low Rating\": \"red\"\n", "}\n", "\n", "plt.figure(figsize=(8, 6))\n", "\n", "for quadrant, color in color_map.items():\n", " subset = decision_df[decision_df[\"performance_quadrant\"] == quadrant]\n", " plt.scatter(\n", " subset[\"total_orders\"],\n", " subset[\"avg_rating\"],\n", " c=color,\n", " s=100,\n", " label=quadrant\n", " )\n", "\n", "# Add average reference lines\n", "plt.axvline(avg_orders, linestyle=\"--\")\n", "plt.axhline(avg_rating, linestyle=\"--\")\n", "\n", "plt.title(\"Menu Item Performance Quadrants\")\n", "plt.xlabel(\"Total Orders\")\n", "plt.ylabel(\"Average Rating\")\n", "plt.legend(title=\"Performance Group\")\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "mq-sspJqDM6-", "outputId": "359c61e8-8718-4b58-efb9-1c7671327e7d" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "COMBINED DECISION TABLE\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ " menu_item category listed_price food_cost \\\n", "2 Spaghetti Pomodoro Classico Tomato Pastas 13.5 3.8 \n", "5 Fettuccine Alfredo Cream Pastas 16.0 5.4 \n", "0 Bruschetta al Pomodoro Antipasti 8.5 2.4 \n", "6 Tagliatelle ai Funghi Cream Pastas 17.5 5.9 \n", "11 Gnocchi al Pesto Baked Pastas 17.0 5.5 \n", "10 Lasagna della Casa Baked Pastas 18.5 6.7 \n", "3 Penne Arrabbiata Tomato Pastas 14.0 4.0 \n", "7 Pappardelle al Tartufo Cream Pastas 21.0 7.8 \n", "8 Linguine alle Vongole Seafood Pastas 20.0 8.2 \n", "4 Rigatoni alla Norma Tomato Pastas 15.5 4.9 \n", "1 Arancini al Tartufo Antipasti 9.5 3.1 \n", "9 Spaghetti Frutti di Mare Seafood Pastas 22.0 9.4 \n", "\n", " profit_margin_pct total_orders total_revenue total_gross_profit \\\n", "2 71.85 3264 44064.0 31660.8 \n", "5 66.25 2758 44128.0 29234.8 \n", "0 71.76 2514 21369.0 15335.4 \n", "6 66.29 2441 42717.5 28315.6 \n", "11 67.65 2393 40681.0 27519.5 \n", "10 63.78 2287 42309.5 26986.6 \n", "3 71.43 2129 29806.0 21290.0 \n", "7 62.86 1700 35700.0 22440.0 \n", "8 59.00 1685 33700.0 19883.0 \n", "4 68.39 1481 22955.5 15698.6 \n", "1 67.37 1404 13338.0 8985.6 \n", "9 57.27 1030 22660.0 12978.0 \n", "\n", " avg_rating review_count rating_stars \n", "2 4.55 20 ★★★★★ \n", "5 4.12 17 ★★★★☆ \n", "0 4.50 18 ★★★★☆ \n", "6 4.38 16 ★★★★☆ \n", "11 4.38 16 ★★★★☆ \n", "10 4.11 18 ★★★★☆ \n", "3 3.69 16 ★★★★☆ \n", "7 4.64 14 ★★★★★ \n", "8 3.67 15 ★★★★☆ \n", "4 2.93 15 ★★★☆☆ \n", "1 3.86 14 ★★★★☆ \n", "9 2.92 13 ★★★☆☆ " ], "text/html": [ "\n", "
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2Spaghetti Pomodoro ClassicoTomato Pastas13.53.871.85326444064.031660.84.5520★★★★★
5Fettuccine AlfredoCream Pastas16.05.466.25275844128.029234.84.1217★★★★☆
0Bruschetta al PomodoroAntipasti8.52.471.76251421369.015335.44.5018★★★★☆
6Tagliatelle ai FunghiCream Pastas17.55.966.29244142717.528315.64.3816★★★★☆
11Gnocchi al PestoBaked Pastas17.05.567.65239340681.027519.54.3816★★★★☆
10Lasagna della CasaBaked Pastas18.56.763.78228742309.526986.64.1118★★★★☆
3Penne ArrabbiataTomato Pastas14.04.071.43212929806.021290.03.6916★★★★☆
7Pappardelle al TartufoCream Pastas21.07.862.86170035700.022440.04.6414★★★★★
8Linguine alle VongoleSeafood Pastas20.08.259.00168533700.019883.03.6715★★★★☆
4Rigatoni alla NormaTomato Pastas15.54.968.39148122955.515698.62.9315★★★☆☆
1Arancini al TartufoAntipasti9.53.167.37140413338.08985.63.8614★★★★☆
9Spaghetti Frutti di MareSeafood Pastas22.09.457.27103022660.012978.02.9213★★★☆☆
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menu_itemavg_ratingrating_starsreview_counttotal_ordersprofit_margin_pct
7Pappardelle al Tartufo4.64★★★★★14170062.86
2Spaghetti Pomodoro Classico4.55★★★★★20326471.85
0Bruschetta al Pomodoro4.50★★★★☆18251471.76
6Tagliatelle ai Funghi4.38★★★★☆16244166.29
11Gnocchi al Pesto4.38★★★★☆16239367.65
5Fettuccine Alfredo4.12★★★★☆17275866.25
10Lasagna della Casa4.11★★★★☆18228763.78
1Arancini al Tartufo3.86★★★★☆14140467.37
3Penne Arrabbiata3.69★★★★☆16212971.43
8Linguine alle Vongole3.67★★★★☆15168559.00
4Rigatoni alla Norma2.93★★★☆☆15148168.39
9Spaghetti Frutti di Mare2.92★★★☆☆13103057.27
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2Spaghetti Pomodoro Classico32644.55★★★★★High Sales / High Rating
5Fettuccine Alfredo27584.12★★★★☆High Sales / High Rating
0Bruschetta al Pomodoro25144.50★★★★☆High Sales / High Rating
6Tagliatelle ai Funghi24414.38★★★★☆High Sales / High Rating
11Gnocchi al Pesto23934.38★★★★☆High Sales / High Rating
10Lasagna della Casa22874.11★★★★☆High Sales / High Rating
3Penne Arrabbiata21293.69★★★★☆High Sales / Low Rating
7Pappardelle al Tartufo17004.64★★★★★Low Sales / High Rating
8Linguine alle Vongole16853.67★★★★☆Low Sales / Low Rating
4Rigatoni alla Norma14812.93★★★☆☆Low Sales / Low Rating
1Arancini al Tartufo14043.86★★★★☆Low Sales / Low Rating
9Spaghetti Frutti di Mare10302.92★★★☆☆Low Sales / Low Rating
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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "## Step 8: Generating Final Menu Recommendations\n", "\n", "The final step is to convert the analytical results into practical menu recommendations.\n", "\n", "Each menu item is classified into one of three actions:\n", "\n", "- **Promote** for items that perform strongly in both business and customer terms\n", "- **Improve** for items that show mixed performance and may benefit from refinement\n", "- **Remove** for items that underperform consistently across the main indicators\n", "\n", "This step transforms the analysis into a decision-support tool, which is the main objective of the project." ], "metadata": { "id": "nSen1ealHgvJ" } }, { "cell_type": "code", "source": [ "# Step 8: Generate final menu recommendations\n", "\n", "# -----------------------------------\n", "# 1. Define threshold values using dataset averages\n", "# These averages serve as simple benchmarks for classification\n", "# -----------------------------------\n", "avg_orders_threshold = decision_df[\"total_orders\"].mean()\n", "avg_rating_threshold = decision_df[\"avg_rating\"].mean()\n", "avg_margin_threshold = decision_df[\"profit_margin_pct\"].mean()\n", "\n", "# -----------------------------------\n", "# 2. Recommendation logic\n", "# Promote = above average on orders, rating, and margin\n", "# Remove = below average on orders, rating, and margin\n", "# Improve = all mixed cases in between\n", "# -----------------------------------\n", "def recommend_action(row):\n", " if (\n", " row[\"total_orders\"] >= avg_orders_threshold and\n", " row[\"avg_rating\"] >= avg_rating_threshold and\n", " row[\"profit_margin_pct\"] >= avg_margin_threshold\n", " ):\n", " return \"Promote\"\n", " elif (\n", " row[\"total_orders\"] < avg_orders_threshold and\n", " row[\"avg_rating\"] < avg_rating_threshold and\n", " row[\"profit_margin_pct\"] < avg_margin_threshold\n", " ):\n", " return \"Remove\"\n", " else:\n", " return \"Improve\"\n", "\n", "decision_df[\"recommended_action\"] = decision_df.apply(recommend_action, axis=1)\n", "\n", "# -----------------------------------\n", "# 3. Create a final decision table\n", "# -----------------------------------\n", "decision_final = decision_df[[\n", " \"menu_item\",\n", " \"category\",\n", " \"total_orders\",\n", " \"avg_rating\",\n", " \"rating_stars\",\n", " \"profit_margin_pct\",\n", " \"recommended_action\"\n", "]].sort_values(by=[\"recommended_action\", \"total_orders\"], ascending=[True, False])\n", "\n", "print(\"FINAL MENU DECISION TABLE\")\n", "display(decision_final)\n", "\n", "# -----------------------------------\n", "# 4. Show recommendation counts\n", "# -----------------------------------\n", "recommendation_counts = decision_df[\"recommended_action\"].value_counts()\n", "\n", "print(\"RECOMMENDATION SUMMARY\")\n", "display(recommendation_counts.to_frame(name=\"count\"))\n", "\n", "# -----------------------------------\n", "# 5. Bar chart for recommendation distribution\n", "# -----------------------------------\n", "plt.figure(figsize=(7, 5))\n", "bars = plt.bar(recommendation_counts.index, recommendation_counts.values)\n", "plt.title(\"Distribution of Final Menu Recommendations\")\n", "plt.xlabel(\"Recommended Action\")\n", "plt.ylabel(\"Number of Menu Items\")\n", "plt.xticks(rotation=0)\n", "\n", "# Add value labels\n", "for bar in bars:\n", " height = bar.get_height()\n", " plt.text(bar.get_x() + bar.get_width()/2, height + 0.05, f\"{int(height)}\",\n", " ha=\"center\", va=\"bottom\")\n", "\n", "plt.show()\n", "\n", "# -----------------------------------\n", "# 6. Pie chart for recommendation share\n", "# -----------------------------------\n", "plt.figure(figsize=(7, 7))\n", "plt.pie(\n", " recommendation_counts,\n", " labels=recommendation_counts.index,\n", " autopct=\"%1.1f%%\",\n", " startangle=90\n", ")\n", "plt.title(\"Share of Menu Items by Recommended Action\")\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "vOyWWpGlDNCB", "outputId": "9daae982-605a-4c4c-ea61-54199426bd88" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "FINAL MENU DECISION TABLE\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ " menu_item category total_orders avg_rating \\\n", "10 Lasagna della Casa Baked Pastas 2287 4.11 \n", "3 Penne Arrabbiata Tomato Pastas 2129 3.69 \n", "7 Pappardelle al Tartufo Cream Pastas 1700 4.64 \n", "4 Rigatoni alla Norma Tomato Pastas 1481 2.93 \n", "1 Arancini al Tartufo Antipasti 1404 3.86 \n", "2 Spaghetti Pomodoro Classico Tomato Pastas 3264 4.55 \n", "5 Fettuccine Alfredo Cream Pastas 2758 4.12 \n", "0 Bruschetta al Pomodoro Antipasti 2514 4.50 \n", "6 Tagliatelle ai Funghi Cream Pastas 2441 4.38 \n", "11 Gnocchi al Pesto Baked Pastas 2393 4.38 \n", "8 Linguine alle Vongole Seafood Pastas 1685 3.67 \n", "9 Spaghetti Frutti di Mare Seafood Pastas 1030 2.92 \n", "\n", " rating_stars profit_margin_pct recommended_action \n", "10 ★★★★☆ 63.78 Improve \n", "3 ★★★★☆ 71.43 Improve \n", "7 ★★★★★ 62.86 Improve \n", "4 ★★★☆☆ 68.39 Improve \n", "1 ★★★★☆ 67.37 Improve \n", "2 ★★★★★ 71.85 Promote \n", "5 ★★★★☆ 66.25 Promote \n", "0 ★★★★☆ 71.76 Promote \n", "6 ★★★★☆ 66.29 Promote \n", "11 ★★★★☆ 67.65 Promote \n", "8 ★★★★☆ 59.00 Remove \n", "9 ★★★☆☆ 57.27 Remove " ], "text/html": [ "\n", "
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7Pappardelle al TartufoCream Pastas17004.64★★★★★62.86Improve
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1Arancini al TartufoAntipasti14043.86★★★★☆67.37Improve
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5Fettuccine AlfredoCream Pastas27584.12★★★★☆66.25Promote
0Bruschetta al PomodoroAntipasti25144.50★★★★☆71.76Promote
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8Linguine alle VongoleSeafood Pastas16853.67★★★★☆59.00Remove
9Spaghetti Frutti di MareSeafood Pastas10302.92★★★☆☆57.27Remove
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\n" 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "decision_final.to_csv(\"final_menu_recommendations.csv\", index=False)\n", "print(\"File exported successfully.\")" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "FksY-wZSHhOn", "outputId": "b248a066-7555-493e-9b1d-d949fbde272b" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "File exported successfully.\n" ] } ] }, { "cell_type": "code", "source": [], "metadata": { "id": "Wf5byq-jDNE3" }, "execution_count": null, "outputs": [] } ] }