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JEE MATHEMATICS MCQ: DEFINITE INTEGRATION

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Analyzing +4 | -1
The least value of the function
F(x)=∫0x(3sin⁡u+4cos⁡u)duF(x)=\int_0^x(3 \sin u+4 \cos u) \mathrm{d} u

on the interval (5π/4,4π/3](5 \pi / 4,4 \pi / 3] is
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Correct option: D
9−432\frac{9-4 \sqrt{3}}{2}
Option D (9−432\frac{9-4 \sqrt{3}}{2}) is correct because the minimum value of the function occurs at x=4π/3x = 4\pi/3 within the given interval, and the function value there is 9−432\frac{9-4 \sqrt{3}}{2}.

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