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Unformatted text preview: Due Feb 13. 11:00am. Exercise 6.30., 7.4., 7.10., 7.14., 7.22., 7.26. Bonus Problem (Hard). Let X 1 , ··· , X n be a random sample with mean μ and variance σ 2 . Among all estimators of the form ˆ μ = ∑ n j =1 c j X J , find MVUE and prove that it is in fact MVUE. Hand in this problem directly to the instructor during the office hour . No partial credit for this problem. Midterms One page note and a calculator are allowed. Midterm I. March 4, 11:00am12:15pm (Tuesday). Midterm II. April 15, 11:00am12:15pm (Tuesday). 4 problems will be given: 1 easy, 2 medium difficulty and 1 challenging problems. Mock midterm problems will be posted on the WEB one week before the midterms....
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This note was uploaded on 01/31/2008 for the course STAT 312 taught by Professor Chung during the Spring '04 term at University of Wisconsin.
 Spring '04
 Chung
 Statistics

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