Question: Suppose that F is a continuous c.d.f. on the real line, and let 1 and 2 be numbers such that F(1) = 0.3 and F(2)

Suppose that F is a continuous c.d.f. on the real line, and let α1 and α2 be numbers such that F(α1) = 0.3 and F(α2) = 0.8. If 25 observations are selected at random from the distribution for which the c.d.f. is F, what is the probability that six of the observed values will be less than α1, 10 of the observed values will be between α1 and α2, and nine of the observed values will be greater than α2?

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