Question: If 2n + 1 random observations are drawn from a continuous and symmetric pdf with mean and if f Y (; ) = 0,
If 2n + 1 random observations are drawn from a continuous and symmetric pdf with mean μ and if fY(μ; μ) = 0, then the sample median, Yʹn+1, is unbiased for μ, and Var(Yʹn+1) = 1/(8[fY(μ; μ)]2n) Show that ˆμn = Yʹn+1 is consistent for μ.
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