The integral ∫(sin5x+cos3xsin2x+sin3xcos2x+cos5x)2sin2xcos2xdx is equal to

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The integral $\int \frac{sin ^{2} x cos ^{2} x}{( sin ^{5} x + cos ^{3} x sin ^{2} x + sin ^{3} x cos ^{2} x + cos ^{5} x ) ^{2}} d x$ is equal to

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Scarlett Discussed

The integral

\int \frac{sin ^{2} x cos ^{2} x}{( sin ^{5} x + cos ^{3} x sin ^{2} x + sin ^{3} x cos ^{2} x + cos ^{5} x ) ^{2}} d x

is equal to

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Question Text	The integral $\int \frac{sin ^{2} x cos ^{2} x}{( sin ^{5} x + cos ^{3} x sin ^{2} x + sin ^{3} x cos ^{2} x + cos ^{5} x ) ^{2}} d x$ is equal to
Answer Type	Video solution: 1
Upvotes	150