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e^(x)sin x cos x cos2x...

e^(x)sin x cos x cos2x

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int e^(2x) sin x cos x dx

Find the second derivative of e ^(x) sin x cos 2x .

Delta (x) = det [[sin2x, e ^ (x) sin x + x cos x, sin x + x ^ (2) cos xcos x + sin x, e ^ (x) + x, 1 + x ^ ( 2) e ^ (x) cos x, e ^ (2) x, e ^ (x)]]

Delta (x) = det [[sin2x, e ^ (x) sin x + x cos x, sin x + x ^ (2) cos xcos x + sin x, e ^ (x) + x, 1 + x ^ ( 2) e ^ (x) cos x, e ^ (2) x, e ^ (x)]]

int e ^(xsin x +cos x )((x ^(4) cos ^(3) x-x sin x +cos x)/(x ^(2) cos ^(2) x )) dx =

int e ^(xsin x +cos x )((x ^(4) cos ^(3) x-x sin x +cos x)/(x ^(2) cos ^(2) x )) dx =

int e ^(xsin x +cos x )((x ^(4) cos ^(3) x-x sin x +cos x)/(x ^(2) cos ^(2) x )) dx =

int e^(x)(1+sin x cos x)/(cos^(2)x)dx is equal to

The value of int e^(x)((1+sin x cos x)/(1+cos2x))dx is