e. \( y=4(3-2 x) \)

Did you know that the equation \( y = 4(3 - 2x) \) is a linear function? It describes a straight line on a graph, where 4 is the slope (indicating how steep the line is) and \( 3 - 2x \) gives us the y-intercept when \( x = 0 \). Plotting this can help visualize how changes in \( x \) affect \( y \). To solve equations like this efficiently, remember to distribute and simplify! The common mistake is forgetting to apply the distributive property, leading to errors in calculating points on the graph. So, double-check your calculations and enjoy the process of plotting your linear relationships!