We know that if real sequence converges, then and converges. Suppose and converges, what one can say about ?
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Originally Posted by elim We know that if real sequence converges, then and converges. Suppose and converges, what one can say about ? Zip. Let . Then, and clearly
Originally Posted by elim We know that if real sequence converges, then and converges. Suppose and converges, what one can say about ? If converges, why does converge?
Originally Posted by Drexel28 Zip. Let . Then, and clearly How does when for n odd and for n even?
Originally Posted by mathman88 If converges, why does converge? Actually the latter converges to the same limit. Given , there is an such that Let , then
Last edited by elim; May 19th 2010 at 04:14 PM.
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