Find the general solution of the differential equation: $(1+e^x)yy' = e^x$

Find the general solution of the differential equation: $(1+e^x)yy' = e^x$

someone could help me with this question?
Find the general solution of $(1+e^x)yy' = e^x$
I tried to divide both sides by $(1+e^x)y$, but i found nothing.