There is a Probability of 0.15 that a particular type machine won’t start when first turned on. If the machine does not start on the first try, it overheats and the machine must be allowed to cool for 5 minutes before a second start attempt is made. There is a 0.88 probability that the machines do start on the second try. You are responsible for a group of 16 machines with these starting characteristics.
a) How many machines would you expect to start on the first try?
b) What is the probability that at least 10 machines will start on the first try?
c) If 8 machines start on the first attempt, what is the probability that exactly 5 additional machines start (after cool-down) on the second attempt?
P(anB) = p(A/B) x P(B) p=o.15
p(s) = constant
1-n = 1-10 =9 N =10