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Determine whether the sequence converges or diverges. If it converges, give the limit. 48, 8, 4/3, 2/9 , ...
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if the common ratio <1 , then its converges what is it in this cases ?
@shubhamsrg don't we have to construct the form to get the limit?
well yes. I am just trying to make him understand first if it converges or not.
well it does converge since common ratio <1 i.e. common ratio = 1/6 by limit, am not very sure what it means, but probably it means finding the sum sum for infinite GP = a/(!-r)
^_^
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I have never studied convergent tests so I don;t have much idea about it. I just said what I thought :|
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