If f(x) = e^xsinx , then df(x)/dx is

1.	If f(x) = e^xsinx , then df(x)/dx is
Answer» ong>ANSWER: f(X)= E^xsinx derivative of f(X) is d/dx (uv) = u d/dx(V)+V d/dx (u) e ^x d/dx (SINX) + sinx d/dx (e^x) e^xcosx+sinxe^x e^x(cosx+sinx)

Answer»

ong>ANSWER:

f(X)= E^xsinx

derivative of f(X) is

d/dx (uv) = u d/dx(V)+V d/dx (u)

e ^x d/dx (SINX) + sinx d/dx (e^x)

e^xcosx+sinxe^x

e^x(cosx+sinx)

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If f(x) = e^xsinx , then df(x)/dx is​

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If f(x) = e^xsinx , then df(x)/dx is