Does the series converge or diverge? Also, can u please identify what kind of series this is? A_n = n^3/n! thanks for any help
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Originally Posted by rcmango Does the series converge or diverge? Also, can u please identify what kind of series this is? A_n = n^3/n! thanks for any help Ratio test, (n+1)^3/(n+1)! * n!/n^3 (n+1)^3/(n+1)n! * n!/n^3 (n+1)^3/(n+1)n^3 (n+1)^2/n^3 (n^2+2n+1)/n^3 1/n+2/n^2+1/n^3 --> 0
Originally Posted by ThePerfectHacker Signature: A sequence of uniformly continous functions which converge uniformly, converge to a uniformly continous function. I remember that line
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