Coursepack, p. 588 MAT 133: Ch. 6 Review WS p.3 4. Determine whether or not the following probability experiments qualify as a binomial experiment. For those that are binomial experiments, identify and/or explain n, S, F, X, p and q. ixed# of For those that are NOT binomial experiments, explain why not. Tals alsar indep a. You ask (O of your friends standing in a group one by one whether each of them will come to your backyard party. Before you talk to them, you guess the probability they will say yes ic a disjointed out about 85%. Consistantprob This is not a binomial Experiment b/c there was only I trial , I only asked 10 Random people w/ no other parameters like age, also the guess of 85% could have come from a previous party so she could have used that as a guess b. 13% of the U.S. population has diabetes according to the CDC. A hospital sees a random group of 100 non-related emergency room patients and is interested in the number that have diabetes. 13 Diabetes 100 non felated pt know # that have diabetes of popul MER 5. Determine the indicated probability for a binomial experiment with the given number of trials n and the given probability of success p. (State calculator entry and give 4 decimal places) a. n = 12, p = 0.9, P(X 2 10) b. n = 12, p = 0.9, P(9 SX s 12) 6. Explain which graph is appropriate for a binomial distribution with n = 90 and p = 0.4 #6: Graph B #6: Graph A Probability 45 50 55 60 65 70 20 25 35 40 45 50 55 40 30