(Bootstrap in Example A of Section 8.5.1) Let U1,U2, . . . ,U1029 be independent uniformly distributed random variables. Let X1 equal the number of Ui less than .331, X2 equal the number between .331 and .820, and X3 equal the number greater than .820. Why is the joint distribution of X1, X2, and X3 multinomial with probabilities .331, .489, and .180 and n = 1029?
Reference
Hardy-Weinberg Equilibrium
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