Let X 1 , X 2 be the rolls of two four-sided tetrahedron dice. Let S =
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Let X1, X2 be the rolls of two four-sided tetrahedron dice. Let S = X1 + X2 be the sum of the dice. Let M = max(X1, X2) be the largest of the two numbers rolled. Find the following:
(a) E[X1|X2]
(b) E[X1|S]
(c) E[M|X1 = x]
(d) E[X1X2|X1]
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a By independence EX 1 X 2 EX 1 52 b Observe that S ESS EX ...View the full answer
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