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4. (10 marks) Consider the following joint pmf f(x,y) which is defined via: 1 1 f(1,0) = f(1,1) = f(x,y) = 0 otherwise.

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4 10 Marks Consider The Following Joint Pmf F X Y Which Is Defined Via 1 1 F 1 0 F 1 1 F X Y 0 Otherwise 1
4 10 Marks Consider The Following Joint Pmf F X Y Which Is Defined Via 1 1 F 1 0 F 1 1 F X Y 0 Otherwise 1 (13.49 KiB) Viewed 158 times
4. (10 marks) Consider the following joint pmf f(x,y) which is defined via: 1 1 f(1,0) = f(1,1) = f(x,y) = 0 otherwise. 3 Calculate the probability P(X = Y). f(0,0) = f(0, 1) =
5. (20 marks) Consider the pdf f(r,y) = { C(x + 2y) IE (0,2), y € (0,1), else. (a) (10 marks) Find the constant C. (b) (10 marks) Find fx (1) - the marginal pdf of X.