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※ 引述《kavas (卡瓦士)》之銘言: : 4. : Assume Y1,Y2,Y3......Yn be a ramdom sample of size n from the : normal distribution N(μ,σ^2). We find that an unbiased estimator : for σ is α×x and an unbiased estimator for σ^2 is β×S^2 , : where S= √ [Σ(Yi-Ybar)^2] : (a) What is the value of α? : (b) What is the value of β? : 可以給我點提示嗎?或是教教我T_T : 謝謝大家~謝謝 x是? E[βS^2] = σ^2 Σ(Yi-Ybar)^2 1 W = ------------- ~ Chi(n-1) , E(W) = n-1 β = ----- σ^2 n-1 -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 123.195.33.224
kaka5566:SORRY~打錯XD 04/07 11:55
kaka5566:σ is α×S 04/07 11:56