∫0π esin2⁡xcos3⁡xdx is equal to

0πesin2xcos3xdx is equal to

  1. A

    -1

  2. B

    0

  3. C

    1

  4. D

    π

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    Solution:

     Let I=0πesin2xcos3xdx-----i I=0πesin2(πx)cos3(πx)dx I=0πesin2xcos3xdx-----ii

    On adding Eqs. (i) and (ii), we get

    2I=0  I=0

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