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A Python application for predicting commodity prices (e.g., Pulses, Bread) based on state, city, year, and month using a Linear Regression model. Trained on over 1 million government dataset entries, featuring efficient data processing and prediction capabilities.

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🌟 Commodities Price Prediction 🌟

A Data Prediction Application using Python, Pandas, and Scikit-learn
Predict the prices of various commodities like apples, ghee, and more based on state, city, year, and month.


📜 Overview

The Commodities Price Prediction application leverages Linear Regression to predict commodity prices accurately. With over 1 million data entries from reliable government datasets, this application offers state-of-the-art predictions to help stakeholders make informed decisions.


🚀 Features

  • 📊 Predict prices of commodities such as apples, ghee, and more.
  • 🌍 Location-based predictions: state and city level.
  • 🗓️ Time-specific predictions: year and month wise.
  • ⚡ Efficient data processing with Pandas for managing large datasets.
  • 📈 Robust Linear Regression Model trained on comprehensive datasets.

🛠️ Tech Stack

  • Programming Language: Python 🐍
  • Libraries:
    • pandas: For efficient data manipulation.
    • scikit-learn: To build and train the Linear Regression model.
  • Dataset: Over 1 million entries from government datasets.

🧠 How It Works

  1. Data Collection
    Government datasets containing state, city, year, month, and price data are loaded and processed.

  2. Data Preprocessing

    • Cleaning and structuring the data using Pandas and One Hot Encoding.
    • Handling missing values and preparing it for training.
  3. Model Training

    • A Linear Regression model is trained on the processed data.
    • The model learns to predict prices based on the input features: state, city, year, and month.
  4. Prediction

    • The trained model predicts the price of a commodity based on user-defined parameters.

About

A Python application for predicting commodity prices (e.g., Pulses, Bread) based on state, city, year, and month using a Linear Regression model. Trained on over 1 million government dataset entries, featuring efficient data processing and prediction capabilities.

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