I'm working on a problem where $f(x,y)=c(x+y)$ is a joint PDF where $0
Bounds of joint PDF problem
0
$\begingroup$
probability
integration
1 Answers
1
The region $0
If for example you want to find $c$, you could try the integral $\int_{y=0}^1 \int_{x=0}^y c(x+y) \; dx \; dy$ and set that equal to $1$ to solve for $c$, though there are other possible approaches.