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We consider the joint probability mass function for X and Y given by the following table: (a) Find the marginal probability mass functions for X

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We consider the joint probability mass function for X and Y given by the following table: (a) Find the marginal probability mass functions for X and Y. (b) Find the distribution of X|Y = U. 2 {c} Find the distribution of Y|X = 1. (d) Are X and Y independent? Justify your

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