A. Consider the recursively defined sequence s1 = 1 and s+1 = 1/ (7 - Sn) for n > 1. i. Prove that s, converges. (Hint: is the sequence monotone?) ii. Solve to find the limit.


A. Consider the recursively defined sequence s1 = 1 and s+1 = 1/ (7 - Sn) for n > 1.<br>i. Prove that s, converges. (Hint: is the sequence monotone?)<br>ii. Solve to find the limit.<br>

Extracted text: A. Consider the recursively defined sequence s1 = 1 and s+1 = 1/ (7 - Sn) for n > 1. i. Prove that s, converges. (Hint: is the sequence monotone?) ii. Solve to find the limit.

Jun 05, 2022
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