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, 45% are sung by a female singer, 45% are sung by a male singer, and 10% are instrumental with no vocals. What is the probability that a particular set of 3 songs contains exactly 2 female singers and 1 male singer? (Hint: Be aware that there are multiple ways to achieve this pattern of songs.)
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Answer is P=P(FFM)+P(FMF)+P(MFF) Assuming a large population (meaning that the probabilities do not change after choosing a song), then P(F)=P(M)=0.45, and assuming independence among choices, then \[P(FFM)=0.45^2*0.45=0.45^3\] But P(FFM)=P(FMF)=P(MFF), therefore P=3P(FFM)
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