Question: =+P ., ( A) = = #[m: 1 m n, mA]; among the first n integers, the proportion that lie in A is just P.(

=+P ., ( A) = = #[m: 1 ≤m ≤n, m€A];

among the first n integers, the proportion that lie in A is just P.( A). Then P, is a discrete probability measure. The set A has density

(2.35)

D(A) = lim P„(A), provided this limit exists. Let 9 be the class of sets having density.

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