You take a trip by air that involves three independent flights. if there is an 66 percent chance each specific leg of the trip is on time, what is the probability all three flights arrive on time? (round your answer to 3 decimal places.)
Let T=event that a flight is on time. given P(T)=0.66 All three flights are independent, so P(TTT)=P(T)^3=0.66^3=0.287496=0.287 (nearest 3 decimal places)
