What is the derivative of u(x)=x^-5π^2 when x=2

Nixau asked Jun 16, 2023

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Nixau asked Jun 16, 2023

by Nixau

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15 votes

Answer:

$-5\pi^2 (2)^(-5\pi^2-1)$

Explanation:

$u(x)=x^(-5\pi^2) \\ \\ u'(x)=-5\pi^2 x^(-5\pi^2 -1) \\ \\ u'(2)=-5\pi^2 (2)^(-5\pi^2-1)$

Milosgajdos answered Jun 21, 2023

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