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How do you differentiate #y=e^(xcosx)#?

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Nov 28, 2016

#y=e^(xcosx)#

Use the exponent rule for differentiating, and use the product rule.
#dy/dx=[(x)(-sinx)+(1)(cosx)]*(e^(xcosx))#

#dy/dx=(cosx-xsinx)(e^(xcosx))#

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