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Question: chapter 5 51 if x is cauchy distributed what are...

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Chapter 5 5-1. If X is Cauchy distributed, what are EX and V(X)? How to prove? 5-2 How to prove Jz I(a)I(b)/T(a +b), where a,b are nonnegative 5-3 What is the memoryless property of an exponential random variable X ~ EXP(A) integers? and what is its error rate ? how to prove?

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