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A Linear Regression model to predict the car prices for the U.S market to help a new entrant understand important pricing variables in the U.S automobile industry. A highly comprehensive analysis with detailed explanation of all steps; data cleaning, exploration, visualization, feature selection, model building, evaluation & MLR assumptions vali…

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Car Price Prediction: Highly Comprehensive Linear Regression Project

A Linear Regression model to predict the car prices for the U.S market to help a new entrant understand important pricing factors/variables in the U.S automobile industry. A highly comprehensive analysis with all data cleaning, exploration, visualization, feature selection, model building, evaluation and MLR assumptions validity steps explained in detail.

The jupyter notebook has following sections:

1- Data understanding and exploration

2- Data cleaning

3- Data preparation: Feature Engineering and Scaling

4- Feature Selection using RFE and Model Building

5- Linear Regression Assumptions Validation and Outlier Removal

6- Rebuilding the Model Post Outlier Removal: Feature Selection using K-Fold Cross Validation & RFE

7- Removing Multicollinearity, Model Re-evaluation and Assumptions Validation

Visualizations Excerpts

Model Predictions vs Actual Values

R-Squared & RMSE by number of features (Derived using K-Fold and Recursive Feature Elimination)

Determining optimum number of features in model by checking performance metrics R-Squared and RMSE at different counts of features

Linear Regression Assumptions Validation

Assumption_Presence of Linear Relationship: Holds as residuals more or less evenly scattered vs predicted values

Assumption_Presence of Homoscedasticity: Both graphs show evenly spread residuals so homoscedasticity is present

Assumption_Normality of Residuals: Q-Q plot shows residuals is mostly normal except at upper tail, but other 4 tests all show normality at 5% signi. level

Assumption_Absence of Outliers: No point beyong cooks distance line so no outlier is present

The final model meets all the assumptions including no mutlicollinearity and has an R-Square of 86% which is satisfactory given small dataset/less data for training the model.

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A Linear Regression model to predict the car prices for the U.S market to help a new entrant understand important pricing variables in the U.S automobile industry. A highly comprehensive analysis with detailed explanation of all steps; data cleaning, exploration, visualization, feature selection, model building, evaluation & MLR assumptions vali…

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