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Derive the MLE of ... 9. Suppose {X } is a random sample from an exponential distribution with density: f (x) = - exp (-x/0)

Derive the MLE of ...

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9. Suppose {X }" is a random sample from an exponential distribution with density: f (x) = - exp (-x/0) ,x>0. (a) Derive the MLE of A and a sample analogue estimator of 9. (b) Are they unbiased? (c) Obtain a UMVU estimator of A

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