How do I evaluate the integral: e^x*sinx
I tried doing integration by parts, but it got me nowhere.
It is integration by parts, try again twice and you will get something like
$\displaystyle \int{e^x\sin(x)}dx=\text{stuff}+A\int{e^x\sin(x)}d x$
Where $\displaystyle A$ is some constant. From there just pretend this is an equation and solve for $\displaystyle \int{e^x\sin(x)}dx$