Differentiation of sin2xcos3x
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Answer:
sin2xcos3x
sin2x*d/dx(cos3x) + cos3x*d/dx(sin2x)
sin2x(-sin3x*3) + cos3x(cos2x*2)
2cos2xcos3x - 3sin2xsin3x
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Explanation:
=sin2x(-sin3x.3)+cos3x(cos2x.2)
=-3.sin2x.sin3x+2.cos2x.cos3x
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