Question: =+ (b) Let f.(m) = Ep __ 6 (m)log(1 - 1/p), and show by (5.45) that f ., has distribution function F (x) = P[E,

(b) Let f.(m) = Ep __ 6 (m)log(1 - 1/p), and show by (5.45) that f ., has distribution function F (x) = P[E, __ X_ log(1 -1/p) ≤x], where the X, are independent random variables (one for each prime p) such that P[ X, = 1] =

1/p and P[X ,= 0]=1-1/p.

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