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JEE MATHEMATICS MCQ: DEFINITE INTEGRATION

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Analyzing +4 | -1
If In=∫π/4π/2cot⁡nx dxI_n=\int\limits_{{\pi / 4}}^{\pi / 2} \cot ^n x \,d x, then I1+I3,I2+I4,I3+I5,I4+I6,…I_1+I_3, I_2+I_4, I_3+I_5, I_4+I_6, \ldots are in
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Correct option: C
H.P.
Option C (H.P.) is correct because the reciprocals of the given terms form an arithmetic progression.

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