A pro basketball player is a poor free-throw shooter. Consider situations in which he shoots a pair of free throws. The probability that he makes the first free throw is 0.51. Given that he makes the first, suppose the probability that he makes the second is 0.62. Given that he misses the first, suppose the probability that he makes the second one is 0.38. Complete parts a hrough c below.(ii) Find the probability that he makes one of the two free throws by defining this as the complement of making neither or both of the free throws. The probability of making both shots was found in part a. To find the probability that he misses both shots, first find the probability that he misses the second shot given that he misses the first shot. P (BC | AC) (Simplify your answer.)