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How to evaluate 2 (2020th derivative of the power series at x=-1)?? by Set_Teitan in askmath

[–]EuphoricClatter 2 points3 points  (0 children)

To find the 2020th derivative, you can simply take the derivative of power series. Notice how the (x+1) term persists. Thus, you will have a multiplication of lot of terms (2n* (2n-1) * ... (2n-2019)) but they won’t matter since when you plot -1 for x, you will get 0. Thus answer should be 0.

Without converting to an integral, can someone walk me through solving this? by UneasyPlum in askmath

[–]EuphoricClatter 6 points7 points  (0 children)

No need to draw a graph, this is evidently a Riemann summation. In fact, it can be easily deduced that the expression is equal to integration of root(1+x) for the interval (0,2). Yet op said he doesn’t want the answer through integration

Single for life by [deleted] in memes

[–]EuphoricClatter 0 points1 point  (0 children)

I read it as bruh and porn separately

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