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limit n->infinity (1^k +2^k +3^k ....... n^k)/k(n^(k+1))
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turn it to an integral
I saw your answer before post this but...i can't use integral yet for solving this. Any other ideas?
my answer? i see this by now :\
ok, lets see others opinions and ideas :)
from another guy who post the same question a year ago. sorry for my english but i'm not from usa or england :)
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np :)
hmm if k=1 then i can prove limit = 1/2
you need limit in terms of "k" i assume ?
i get 0, is it correct ?
i get 0 too...but the result is 1/k+1
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i was basically dividing numerator and denominator by n^k so, denominator = nk numerator = 1+ .... (other terms =0)
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