int e^(sin x)dx]

Integrate : int e^x sin x dx.

Evaluate int e^x sin x dx " on " R.

If l_(1) = (d)/(dx) (e^(sin x)) , l_(2) = lim_(h to 0) (e^(sin ( x+ h)) - e^(sin x))/(h) and l_(3) = int e^(sin x) * cos x dx , then

int(cos x)e^(sin x)dx

solve int_(0)^( pi/2)e^(sin x)dx

int sin x*cos x*e^(sin x)*dx

int e^(x) sin x dx .

int e^(x) sin x dx .

int e^x sin 2x dx

Evaluate the following integral. int e^(x) sin x dx