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Let f(x,y) =(3/16) xy^2 \(0\leq x\leq 2\) and \(0\leq y\leq 2\) find \(P(X\leq Y)\) Please, help
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where are you stuck?
I don't know how to do, before it, I got \(f_X(x) \), \(f_Y(y)\) , V(x) ,V(y)
Do I have to draw the graph out?
integrate over this region |dw:1416620921358:dw|
How to get that graph? it looks like y w.r.t. x, not f(x,y) w.r.t x, y
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you want x<y graph x=y then shade the region where x<y
obviously trapped between 0 and 2 0<x<2 and 0<y<2
Ok, Goooot you. Thanks a lot. ;)
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