Linear regression is one of the most basic and commonly used statistical techniques in machine learning. The link between a dependent variable (target) and one or more independent variables (features) is modeled using this technique. The objective is to find the optimal linear equation that fits the data and can be used to forecast the dependent variable using the values of the independent variables. Simple Linear Regression The one independent variable (feature) and the single dependent variable (target) in basic linear regression. A straight line is used to depict their relationship. It involves one independent variable: y = β 0 + β 1 × x + ϵ y is the dependent variable (target). x is the independent variable (feature). β 0 is the y-intercept (constant term). β 1 is the slope of the line (coefficient for the feature). ϵ is the error term (residual). Multiple Linear Regression In multiple linear regression, there are numerous independent variable...