This project focuses on building a predictive model to estimate house prices based on various features such as square footage, number of bedrooms/bathrooms, lot size, year built, garage size, and neighborhood quality. By applying Linear Regression, the project demonstrates how statistical modeling and data visualization can turn raw housing data into valuable business insights.
- πΉ Perform Exploratory Data Analysis (EDA) to understand dataset patterns and distributions.
- πΉ Handle missing values and ensure clean, structured data.
- πΉ Build a Linear Regression model to predict house prices.
- πΉ Evaluate the model using MSE, RMSE, and RΒ² metrics.
- πΉ Visualize results using interactive and detailed plots.
- πΉ Identify key features influencing house prices.
- Python π
- Pandas β Data manipulation & cleaning
- NumPy β Mathematical operations
- Matplotlib & Seaborn β Data visualization
- Scikit-learn β Machine Learning (Linear Regression, Train-Test Split, Model Evaluation)
- Jupyter Notebook / VS Code β Development Environment
- Imported the dataset House_Price_Regression_Dataset.csv.
- Checked shape, missing values, and dataset summary.
- Displayed first few rows to understand the structure.
- Removed rows with missing target variable (House_Price).
- Replaced missing numeric values with median.
- Replaced missing categorical values with mode.
- Selected relevant independent variables (Square_Footage, Bedrooms, Bathrooms, Lot Size, etc.).
- Defined dependent variable as House_Price.
Divided the dataset into:
- 80% Training Data
- 20% Testing Data
- Used Linear Regression to train on housing data.
Evaluated performance using:
- β Mean Squared Error (MSE)
- β Root Mean Squared Error (RMSE)
- β RΒ² Score (Coefficient of Determination)
To make insights more interactive and detailed, multiple plots were generated:
- Shows how close predictions are to actual house prices.
- Highlights how errors are distributed and modelβs accuracy.
- Helps detect non-linearity, outliers, or heteroscedasticity.
- Displays which variables have the strongest impact on price.
- Visualizes relationships between all numeric features.
- Deep dive into top 3 features affecting housing prices.
- Demonstrates the effect of qualitative features on prices.
- β The Linear Regression model achieved a strong RΒ² score, indicating good explanatory power.
- β Square_Footage, Lot_Size, and Neighborhood_Quality emerged as the most influential predictors.
- β Visualization confirmed positive correlation between house size and price.
- β Residuals analysis showed errors were normally distributed, validating the regression assumptions.
- πΉ Apply feature engineering to capture non-linear relationships.
- πΉ Experiment with other regression algorithms (Ridge, Lasso, Random Forest Regressor).
- πΉ Hyperparameter tuning to improve accuracy.
- πΉ Deploy the model as a web app using Flask/Streamlit for real-time predictions.
- πΉ Create an interactive dashboard in Power BI / Tableau for business users.