4. Becoming Flat Let T; be a sequence of Bernoulli random variables for 3' E {1, 2,3, ....} Suppose that T; has the

cclf, o, t<0 e(t): m, 0gt<1 1, lg: define f : r> R by t) =t2 +tn(t). Prove that Pumprm Tn] = 1. Hint: You

should not have to take any integrals.