Practice problem
Find the derivative. f(x)=exsinxf(x)=e^{x\sin x}f(x)=exsinx
f′(x)=exsinxsinxf'(x)=e^{x\sin x}\sin xf′(x)=exsinxsinx
f′(x)=exsinxsinhxf'(x)=e^{x\sin x}\sinh xf′(x)=exsinxsinhx
f′(x)=exsinx[sinx+xcosx]f'(x)=e^{x\sin x}[\sin x+x\cos x]f′(x)=exsinx[sinx+xcosx]
f′(x)=exsinx[cosx−xcosx]f'(x)=e^{x\sin x}[\cos x-x\cos x]f′(x)=exsinx[cosx−xcosx]
Type a concept, like “slope” or “photosynthesis”.
