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  4. For 'c' is an arbitrary constant, ∫ elog x dx =

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Q. For $ 'c' $ is an arbitrary constant, $ \int e^{log\,x} \,dx = $

J & K CETJ & K CET 2019

Solution:

We have,
$\int e^{log\,x} dx = \int xdx = \frac{x^2}{2} +c$