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Problem 2: Consider a sequence {an}~1, an > 0. Assume that the limit lim+o exists. Prove that the limit lim wan = L x++u
Problem 2: Consider a sequence {an}~1, an > 0. Assume that the limit lim+o exists. Prove that the limit lim wan = L x++u (the limit exists and is equal to L). Hint: a2 a2 ak+1 An-1 An an = a1 a1 a1 ak An-2 An-1 An+1 = L an
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