Please help me! I can't find the limit of the following sequence: [1/sqr(n^2+1) +1/sqr(n^2+2) +1/sqr(n^2+3) +.... 1/sqr(n^2+n)]^n
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Originally Posted by vio_vio Please help me! I can't find the limit of the following sequence: [1/sqr(n^2+1) +1/sqr(n^2+2) +1/sqr(n^2+3) +.... 1/sqr(n^2+n)]^n I did not completely work out the details, meaning evaluate the limits. But note that, And, Now, the limit of the first sequence is 1. And the limit of the second sequence is also 1. Thus, this limit is also 1.
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