I NEED HELP PLEASE!!! Two random variables X and Y have a constant joint density function f ( x,y ) = c in the domain ( x 0 )(and zero elsewhere). (a) Find c . (b) Find P ( X - Y

Question

I NEED HELP PLEASE!!! Two random variables X and Y have a constant joint density function f ( x,y ) = c in the domain ( x < 10 < x > y > 0 )(and zero elsewhere). (a) Find c . (b) Find P ( X - Y < 4). (c) Find P( X - Y = 1 ) (d) Find P(X^2 + Y^2 < 4). Are X and Y independent? Explain

anonymous · Answer

$$
f(x,y)=c\
0<x<10,\quad 0<y<x
$$Is this is?

anonymous · Answer

I'm confused by the bounds here.

anonymous · Answer

Can you be more clear about the problem?