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∫0π/2(cosx)2+1dx∫0π/2(cosx)2−1dx=k−k \large \frac{\displaystyle \int_0^{\pi/2} (\cos x)^{\sqrt{2} + 1} dx}{\displaystyle \int_0^{\pi/2} (\cos x)^{ \sqrt{2} - 1} dx}= k - \sqrt{k}∫0π/2(cosx)2−1dx∫0π/2(cosx)2+1dx=k−k
Find kkk.
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