Question

Let f(x)=e^(xsinx) Then f'(x):

Answer 1

I got: (sinx+xcosx)e^xsinx but it's wrong.

Answer 2

e^x (sinx + cosx)

Answer 3

e^x (sin(x)+ cos(x))

Answer 4

is the sin(x) in the exponent or no?

Answer 5

xsin(x) is the exponent.

Answer 6

kk. that changes the answer. hold on!

Answer 7

x*sinx*cosx*e^esinx
may b is d ans

Answer 8

\[e ^{x*\sin(x)}*(\sin(x)+(x*\cos(x))\]

Answer 9

unmath u r right

Answer 10

i use product rule as well but bcos it was a rough page i missed d + sign