Differentiation Help (1 Viewer)

Riverina · Jul 9, 2014

Hey all!
I have a question and would really appreciate some help!

Q: Find d/dx (x^x) with respect to x

Thanks!

faisalabdul16 · Jul 9, 2014

(1+lnx)x^x

aDimitri · Jul 9, 2014

$y = x^{x} \\ log_{x}{y} = x \\ \frac{lny}{lnx} = x \\ lny = xlnx \\ y = e^{xlnx} \\ \frac{dy}{dx} = e^{xlnx}(1+lnx) \\ = x^{x}(1+lnx)$

Hope this helps.

Differentiation Help (1 Viewer)

Riverina

New Member

faisalabdul16

Wot

aDimitri

i'm the cook

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