Please help with graph

Coursepack, p.536 MAT 133: Ch. 5-6 Review WS p.3 2. Chapter 6 Work: Suppose the average free throw percentage for a NBA player is 77% (i.e., the chances they will shoot a successful free throw). You are going to randomly select three random, independent NBA players and have each of them shoot a free throw. (Source: https://www.espn.comba/stats/player/ /stat/free-throws) a. Explain how this experiment is binomial and identify n, p, q, S, F, and X n = 3 S= make free throw P = . 77 F = miss free throw 9 = . 23 X = the # of made free throws in 3 trials. b. Complete the probability distribution using your calculator (Give 4 decimal places; State calculator entry X = Number of Successful Free Throws Calculator Entry P(X) 0 . 012 2 1 12 2121 2 3 c. Explain why this probability distribution is "discrete". Be specific. d. Using this table: find the probability that two succeed and one fails. (Notice how much easier that is than #1g on the previous page!!)