Prove that the identity (sigma^{2}=mu_{2}^{prime}-mu^{2}) holds for any probability density for which these moments exist.
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Prove that the identity \(\sigma^{2}=\mu_{2}^{\prime}-\mu^{2}\) holds for any probability density for which these moments exist.
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Related Book For
Probability And Statistics For Engineers
ISBN: 9780134435688
9th Global Edition
Authors: Richard Johnson, Irwin Miller, John Freund
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