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∑(n^2) from n= 0 to n =∞ how can i solve it and show that is equal to ∞
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Let that helps you.
actually, i didn't understand
@3mar
@mathmale
\[\sum_{0}^{\infty}n^2=\frac{ n(n+1)(2n+1) }{ 6 }|0 \rightarrow \infty | \rightarrow \infty\] or \[\sum n^2=1^2+2^2+3^2+4^2+...... =1+4+9+16+....\rightarrow \infty~ as~ n \rightarrow \infty\]
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it's very clear now, thanks a lot @3mar @sshayer
yw
I did not do anything, friend. Thanks a lot.
and thanks for the medal!
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