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JEE MATHEMATICS MCQ: INDEFINITE INTEGRATION

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Application +4 | -1
∫x4(x10−1)x20+3x10+1dx\int \frac{x^4\left(x^{10}-1\right)}{x^{20}+3 x^{10}+1} d x equals
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Correct option: B
15Tan⁡−1(x5+1x5)+c\frac{1}{5}{\operatorname{Tan} ^{ - 1}}\left( {{x^5} + \frac{1}{{{x^5}}}} \right) + c
Option B (15Tan⁡−1(x5+1x5)+c\frac{{1}}{{5}}{{\operatorname{{Tan}} ^{ - 1}}}\left( {{{{x^5} + \frac{{1}}{{{{x^5}}}}}}} \right) + c) is correct because it is the result of the integration after substitution and simplification.

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