A certain basketball player makes his free throws 75% of the time. Assume that each free throw shot is independent of the others. The basketball player takes 12 free throws in a particular game. The following are questions for this particular game.
What is the probability that his first made free throw is not until the 5th shot (in other words: Miss, Miss, Miss, Miss, and Hit)? (Hint: Think of the Multiplication & Complement Rules)
