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$\int \frac{{(x^{4} - x)}^{1 / 4}}{x^{5}} d x is equal to$

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4151−1x35/4+C

451−1x35/4+C

4151+1x35/4+C

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Correct option is A

∫x4−x1/4x5dx=∫1x41−1x31/4dx Putting 1−1x3=t, we get I=13∫t1/4dt=415t5/4+C=4151−1x35/4+C

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∫x4−x1/4x5dx is equal to

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$\int \frac{{(x^{4} - x)}^{1 / 4}}{x^{5}} d x is equal to$