Based on the regression model in Part 1, what is a practical interpretation of the coefficient of DISTANCE? Group of answer choices The average fare equals $83.97. The average fare equals $0.08. For each additional mile of distance, fare increases by $0.08 on average. For each additional mile of distance, fare decreases by $0.08 on average. For each additional mile of distance, fare increases by $83.97 on average. For each additional mile of distance, fare decreases by $83.97 on average. None of these