Asked by Laura
how do you take the derivative of e^(x^2)?
Answers
Answered by
drwls
Remember the "chain rule".
Let u(x) = x^2 du/dx = 2x
d e^(x^2)/dx = (de^u/du)(du/dx)
= 2x e^(x^2) =
Let u(x) = x^2 du/dx = 2x
d e^(x^2)/dx = (de^u/du)(du/dx)
= 2x e^(x^2) =
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