Question: (Requires mathematical statistics.) Showing (4.8). Suppose that n/N 0 as n, so that the fpc can be ignored. The central limit theorem tells us

(Requires mathematical statistics.) Showing (4.8). Suppose that n/N → 0 as n→∞, so that the fpc can be ignored. The central limit theorem tells us that under regularity conditions,

(Requires mathematical statistics.) Showing (4.8). Suppose that n/N → 0 as n→∞,

Where L denotes convergence in distribution. Show that the limiting distribution of

so that the fpc can be ignored. The central limit theorem tells

has mean 0 and variance

us that under regularity conditions,Where L denotes convergence in distribution. Show that

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