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An+I an Suppose that =n for all n 2 1. What can be said about 2nnl n=,It must converge absolutely:0 It must diverge: 0 It must converge conditionally: It might conv...

Question

An+I an Suppose that =n for all n 2 1. What can be said about 2nnl n=,It must converge absolutely:0 It must diverge: 0 It must converge conditionally: It might converge absolutely or it might diverge_ but it can't converge conditionally:

an+I an Suppose that =n for all n 2 1. What can be said about 2nnl n=, It must converge absolutely: 0 It must diverge: 0 It must converge conditionally: It might converge absolutely or it might diverge_ but it can't converge conditionally:



Answers

Determine whether the sequence converges or diverges.
If it converges, find the limit.
$$
a_{n}=1-(0.2)^{n}
$$

From 25 is given dark. If the value off AM is always between one and two and I am is a more gold sequence, what can we say? But that this sequence on village or more and if it converts so we know that there is a Children that sees that if am as more and in fact it's more freezing on their existence of Parliament l for in the Parliament end for a a N, then this sequence will eventually converge that limit just less than he would. So yes, in this case, delivered will converge on the limit will be less than less than 1/4 end. And this has old circle Pickard of any one since one of the least.

Thanks. So this one say start a N is among bone sequence on air is always listening for for all. And what can we say? Whether the sequence that works for you know that there is a cure which says that if a M is a more born increasing from freezing sequence on a is less than equal toe upper bomb and for all n then the AVC dart n is converging and its limit is always less than so. We can say you say that the sequences converging and its limit will always be less.


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