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(Solved): 1. Let {xn} be a sequence of real numbers and let yn=xnxn+1 for each nN. Prove th ...




1. Let \( \left\{x_{n}\right\} \) be a sequence of real numbers and let \( y_{n}=x_{n}-x_{n+1} \) for each \( n \in \mathbf{N
1. Let be a sequence of real numbers and let for each . Prove that the series converges iff the sequence converges.


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