Suppose the sample space of the random variables X and Y is 0 < x < 1 and < y < 1. Let f (x, y) = c on this sample space, and 0 elsewhere.
(a) Sketch the sample space.
This is a bivariate distribution so it's a table with an X axis from 0 to 1 but i'm not sure about the y-axis?
(b) Determine the constant c.
does the probability always add up to one?
(c) Calculate (x) and (y)
(d) Are X and Y independent?
(e) Find P (X > Y )