Suppose (X,Y) is a joint continuous random variable with joint density function, f(x, y) = {cry, for 1 < ¤ < 2, 1 < y < 2 1 Find the value of c for which f(x,y) is a joint density. 2. Find the probability P(Y < X < 2,1 < Y < 2). Or in other words find the probability of X >Y

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Suppose (X, Y) is a joint continuous random variable with joint density function,
f(x, y) = {cxy, for 1< a < 2,1 < y < 2
сху,
1
Find the value of c for which f(x,y) is a joint density.
Find the probability P(Y < X < 2,1 < Y < 2). Or
2. ·
probability of X >Y
other words find the
Transcribed Image Text:Suppose (X, Y) is a joint continuous random variable with joint density function, f(x, y) = {cxy, for 1< a < 2,1 < y < 2 сху, 1 Find the value of c for which f(x,y) is a joint density. Find the probability P(Y < X < 2,1 < Y < 2). Or 2. · probability of X >Y other words find the
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