Let X1,..., Xn be a random sample from the pdf f(x|) = e-(x-) where - <
Question:
a. Show that X(1) = mini Xi is a complete sufficient statistic.
b. Use Basu's Theorem to show that X(1) and S2 are independent.
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a From Exercise 69b we have that X 1 is a minimal sufficient statistic To check completene...View the full answer
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