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We say that the distribution of random variable X follow exponential distribution with parameter A if: F(a)=1- e'a fora > 0 and F(a) = 0

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We say that the distribution of random variable X follow exponential distribution with parameter A if: F(a)=1- e"'a fora > 0 and F(a) = 0 for x a 0. Prove the following results: for any 3, t 1> 0, we have P(X 1> s + t) = P(X > s)P(X } t)

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