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Integration of e ki power- 4log …

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Integration of e ki power- 4log x

Posted by Sunidhi Pandey 4 years, 5 months ago

CBSE > Class 12 > Mathematics

2 answers

Chiranjeevi Kaushal 4 years, 5 months ago

Given , Function, y = e^4log(x) Differentiaing wrt x , we get ➡Dy/Dx = D[e^4log(x)]/Dx ➡Dy/Dx = e^4log(x) × ➡D(4log(x))/Dx ➡Dy/Dx = e^4log(x) × 4(1/x) ➡Dy/Dx = 4e^4log(x)/x Remmember : D(e^x)/Dx = e^x D(log(x))/Dx = 1/x

0Thank You

Rishu Singla 4 years, 5 months ago

-1/3x^3

5Thank You

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