question that follows. Do not round any of your responses. (If necessary, consult a list of formulas.) (a) Fill in the missing probabilities.
> P(RF)=0.8 P(FOR)= 0 = P(F) = 0 P(FOR)= = PRF)= = P(RF)= P(FOR) = 0 = P(F=0.7 P(FAR)= | PRF)=0.4 (b) What is the probability that a randomly chosen moviegoer attended the war film? 0
For a recent evening at a small, old-fashioned movie theater, 30% of the moviegoers were female and 70% were male. There were two movies playing that evening. One was a romantic comedy, and the other was a World War II film. As might be expected, among the females the romantic comedy was more popular than the war film: 80% of the females attended the romantic comedy. Among the male moviegoers the romantic comedy also was more popular: 60% of the males attended the romantic comedy. No moviegoer attended both movies. Let F denote the event that a randomly chosen moviegoer (at the small theater that evening) was female and F denote the event that a randomly chosen moviegoer was male. Let R denote the event that a randomly chosen moviegoer attended the romantic comedy and R denote the event that a randomly chosen moviegoer attended the war film. Fill in the probabilities to complete the tree diagram below, and then answer the For a recent evening at a small, old-fashioned movie theater, 30% of the moviegoers were female and 70% were male. There
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