Who doesn't love watching golf on television? In particular, you might like to place bets with your family members based on the event. Imagine how much of their money you could take if you could effectively model the probability that a professional golfer makes a putt as a function of the distance of that putt. Imagine that this question is modeled using a logit function and that the estimated equation is: where In P 1-P =5.4-0.3D, P = 1 if the ith putt is made, 0 of not D = the length (in feet) of the ith putt A. Calculate the predicted probabilities for making putts of 10, 20, 30 and 40 feet. D 10 20 30 40 P-hat B. How does adding ten feet to the length of a putt affect the probability of making that putt? Please be complete in your explanation. C. Graph the probability of making a putt as a function of the length of the putt.