1.

If the relation between the order of integrals of sin(x) can be given by∫sinn (x) dx=−sinn−1(x).cos(x)n+n−1n ∫sinn−2 (x) dx; n > 0Then find ∫sin3 (x) dx.

Answer» If the relation between the order of integrals of sin(x) can be given by

sinn (x) dx=sinn1(x).cos(x)n+n1n sinn2 (x) dx; n > 0

Then find sin3 (x) dx.


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