= max(X11, X12), Let X11, X12, X21, X22 be independent Uniform (0,0) distributed, 0 > 0, and Y1 Y2 = max(X21, X22) and Y
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= max(X11, X12), Let X11, X12, X21, X22 be independent Uniform (0,0) distributed, 0 > 0, and Y1 Y2 = max(X21, X22) and Y
= max(X11, X12), Let X11, X12, X21, X22 be independent Uniform (0,0) distributed, 0 > 0, and Y1 Y2 = max(X21, X22) and Y = max(Y1,Y2). = = = (a) Let ê1 Y and 2 å (Y1 + Y). Show that ôz and ô2 are unbiased estimators of 0. Which estimator has a smaller standard error? (b) Show that Z =YY2/Y4 is Uniform (0, 1) distributed. =
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