Dimensional random variables
Define one and two dimensional random variables (discrete and continuous) with suitable examples. State the probability functions, cumulative probability functions, probability distributions of each case.
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A running track is 1 mile long. Two runners start on it at the same time. The speed of Runner i is Xi, i = 1 and 2. Suppose Xi ~ exp(λi), i = 1, 2, and X1 and X2 are independent. The mean speed of Runner 1 is 20 mph and that of Runner 2 is
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Concisely and cogently summarize the most salient points of Andrew Sloane, Vulnerability and Care, chapter 8 and then critically evaluate its position
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