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sin(cos x^(3))...

sin(cos x^(3))

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If alpha=sin x cos^(3) x and beta=cos x sin^(3) x , then :

If k_(1)=sin x cos^(3)x and k_(2)=cos x sin^(3)x then

If a=sin x cos^(3)x and b=cos x sin^(3)x then

If alpha=sin x cos^(3) x and beta=cos x sin^(3) x , then :

The set of values of x for which sin x*cos^(3)x>cos x*sin^(3)x,0<=x<=2 pi, is NOT satisfied is :

Evaluate int (dx)/(2 sin x+cos x+3)

int_(0)^(pi//2)(sin x)/((sin x + cos x)^(3))dx=

int (sin x + cos x) / ((sin x-cos x) ^ (3)) dx

Find: int(dx)/(sin x cos^(3)x)