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For Any Arbitrary Parameter , a Biased Estimator of

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For any arbitrary parameter For any arbitrary parameter   , a biased estimator of   is any estimate where: A)  the expected value of the estimate equals   B)  the expected value of the estimate differs from   C)  the expected value of the estimate is greater than   D)  the expected value of the estimate is less than   . , a biased estimator of For any arbitrary parameter   , a biased estimator of   is any estimate where: A)  the expected value of the estimate equals   B)  the expected value of the estimate differs from   C)  the expected value of the estimate is greater than   D)  the expected value of the estimate is less than   . is any estimate where:


A) the expected value of the estimate equals For any arbitrary parameter   , a biased estimator of   is any estimate where: A)  the expected value of the estimate equals   B)  the expected value of the estimate differs from   C)  the expected value of the estimate is greater than   D)  the expected value of the estimate is less than   .
B) the expected value of the estimate differs from For any arbitrary parameter   , a biased estimator of   is any estimate where: A)  the expected value of the estimate equals   B)  the expected value of the estimate differs from   C)  the expected value of the estimate is greater than   D)  the expected value of the estimate is less than   .
C) the expected value of the estimate is greater than For any arbitrary parameter   , a biased estimator of   is any estimate where: A)  the expected value of the estimate equals   B)  the expected value of the estimate differs from   C)  the expected value of the estimate is greater than   D)  the expected value of the estimate is less than   .
D) the expected value of the estimate is less than For any arbitrary parameter   , a biased estimator of   is any estimate where: A)  the expected value of the estimate equals   B)  the expected value of the estimate differs from   C)  the expected value of the estimate is greater than   D)  the expected value of the estimate is less than   . .

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