If x (7.12) and x/n 0 show that P{xn < Sn < xn + a/x} ~(1-e)P{Sn >

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If x (7.12) and x/n 0 show that P{xn < Sn < xn + a/x} ~(1-e)P{Sn > xn}. In words: The conditional probability of the event {S, x + a/x} given that Snxn tends to ea. (A weaker version of this theorem was proved by Khintchine.)

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