X and Y are jointly distributed non negative random variables such that their joint density is given by: f(x,y)= e-x-y for x>0 and y>0.
Find P(X+0.8>Y|X>0.6)
I get that this is a conditional probability question with joint distributions for continuous random variables therefore I am supposed to integrate but i do not know the limits to use and how the function splits. Please explain how i could do this and any further questions of this kind.
Find P(X+0.8>Y|X>0.6)
I get that this is a conditional probability question with joint distributions for continuous random variables therefore I am supposed to integrate but i do not know the limits to use and how the function splits. Please explain how i could do this and any further questions of this kind.