Let b be an estimator for β in the model for GVFs in (9.13). Let B=ty /
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Suppose that Ḡand ṫx are independent.
a. Using the model in (9.13) and the result in (9.2), show that we can estimate V (á¸) by
b. Now let B be a proportion for a subpopulation, where tx is the size of the subpopulation and ty is the number of units in that subpopulation having a certain characteristic. Show that á¹¼ (á¸) = b Ḡ(1 á¸)/Ëtx and that á¹¼ (á¸) = á¹¼ (1 á¸).
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