If I=int_0 to pi/2 sin^3/2 /(sin^3/2 x +cos^3/2 x) dx then int_0 to 2I xsinxcosx/(sin^4 x+cos^4x)dx

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Q) If 𝐼=∫_0^(πœ‹/2)β€Š(sin^(3/2) π‘₯)/(sin^(3/2) π‘₯+cos^(3/2) π‘₯) 𝑑π‘₯, then ∫_0^(πœ‹/2)β€Šπ‘₯sinπ‘₯cosπ‘₯/(sin^4 π‘₯+cos^ Q) If 𝐼=∫_0^(πœ‹/2)β€Š(sin^(3/2) π‘₯)/(sin^(3/2) π‘₯+cos^(3/2) π‘₯) 𝑑π‘₯, then ∫_0^(πœ‹/2)β€Šπ‘₯sinπ‘₯cosπ‘₯/(sin^4 π‘₯+cos^
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