Question
1. (4P) Let X and Y be uniformly distributed on {0, 1, 2}. (a) Compute the distribution of X + Y, assuming X and Y
1. (4P) Let X and Y be uniformly distributed on {0, 1, 2}. (a) Compute the distribution of X + Y, assuming X and Y are independent. (b) Without the independence assumption between X and Y, find all joined distributions for (X, Y ), such that X + Y has the same distribution as in (a).
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College Algebra Concepts Through Functions
Authors: Michael Sullivan, Michael Sullivan III
3rd Edition
0321925890, 9780321925893
