36. Suppose waiting time for delivery of an item is uniform on the interval from u1 to...
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36. Suppose waiting time for delivery of an item is uniform on the interval from u1 to u2 [so f (x; u1, u2)
1/(u2 u1) for u1 x u2 and is 0 otherwise]. Consider a random sample of nwaiting times, and use the factorization theorem to show that min(Xi), max(Xi)
is a pair of jointly suf cient statistics for u1 and u2.
(Hint: Introduce an appropriate indicator function as we did in Example 7.27.)
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Related Book For
Modern Mathematical Statistics With Applications
ISBN: 9780534404734
1st Edition
Authors: Jay L Devore
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