For the situation of Example 10.1.8 show that for Tn = n/n: (a) Var (Tn) = .
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(a) Var (Tn) = ∞.
(b) If μ ≠ 0 and we delete the interval (-δ, δ) from the sample space, then Var (Tn) < ∞.
(c) If μ ≠ 0, the probability content of the interval (-δ, δ) approaches 0.
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a The integral of ET 2 n is unbounded near zero We have where K max 0x1 e ...View the full answer
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