Consider the sequence {an}, where 1 + 32 1 1 An = 1+ 22 ... n2' A. Show that {an}n=1 is a monotone. B. Show by induction that {an}=1 is bounded above by 2. 100 %3D1 C. Find the limit of this sequence.

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A:

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A: In this question, we will solve the  given equation.

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A: Explanation of the answer is as follows

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Q: 디 EX tx

A: We need to solve the inequality.

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A: Solution

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A: Answer(a):