Determine the value of k that makes the function P(x=x_(0)Y=y)=k(x+y) a joint probability mass function over the nine points with x=1,2,3 and y=1,2,3.\n\\table[[P(x,Y),Y,P(x)
2. Determine the value of k that makes the function P(X = x Y = y) = k(x + y) a joint probability mass function over the nine points with x = 1,2,3 and y = 1,2,3.
Y
P(X,Y)
P(X)
2
3
1
x
2
3
P(Y)
Determine following probabilities: A.P(X = 1) =? B.P(Y= 2)=? c.P(X = 1 n Y < 3) =? D.P(X < 2 nY 2)=?