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JEE MATHEMATICS MCQ: INDEFINITE INTEGRATION

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Application +4 | -1
∫3cos⁡x+3sin⁡x4sin⁡x+5cos⁡xdx=\int \frac{3 \cos x+3 \sin x}{4 \sin x+5 \cos x} d x=
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Correct option: A
2741x−341log⁡(4sin⁡x+5cos⁡x)+c\frac{27}{41} x-\frac{3}{41} \log (4 \sin x+5 \cos x)+c
Option A is correct because the integral is solved by expressing the numerator as a linear combination of the denominator and its derivative.

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