Why isn't this zero? Find the limit 1^2/n^3+2^2/n^3+...+n^2/n^3. Reddit calculus r/HomeworkHelp
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We will evaluate the limit
We will evaluate the limit of 1^2/n^3+2^2/n^3+3^2/n^3+...+(n-1)^2/n^3+1/n as n goes to infinity. You might notice that this is a limit of a Riemann sum, which we can convert to an integral and then evaluate. However, I will also show you the original way to evaluate this kind of limit by using 1^2+.2^2+...+n^2=n(n+1)(2n+1)/6. This is from Reddit r/HomeworkHelp
Reddit: LNT0uE8BjL
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#calculus #bprpcalculus #apcalculus #tutorial #math
Reddit: LNT0uE8BjL
-----------------------------
Support this channel and get my calculus notes on Patreon: 👉
Patreon: blackpenredpen
Get the coolest math shirts from my Amazon store 👉 https://amzn.to/3qBeuw6
-----------------------------
#calculus #bprpcalculus #apcalculus #tutorial #math
6 ماه پیش
در تاریخ 1402/12/22 منتشر شده
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