Ok, so I know there are a lot of conditional expectation questions and I guess someone will think I'm foolish for asking however....

E[max{r,v'}|v'<v]

when v>r
and r>0.

v' is a random variable with cd G(y)=(F(y))^n-1
so density g(y)=(n-1)(F(y))^n-2f(y)

I'm not told the limits of the values, just this information.

Anyone?!