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Balls numbered 1 through N are in an urn. Suppose that n of them are.pdf

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Balls numbered 1 through N are in an urn. Suppose that n of them are randomly selected without replacement. Let Y denote the largest number selected. Find the probability mass function of Y. Solution P(Y=i)=C(i-1,n-1)/C(N, n) where n<=i<=N.

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Balls numbered 1 through N are in an urn. Suppose that n of them are randomly selected without replacement. Let Y denote the largest number selected. Find the probability mass function of Y. Solution P(Y=i)=C(i-1,n-1)/C(N, n) where n<=i<=N

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  • 1. Balls numbered 1 through N are in an urn. Suppose that n of them are randomly selected without replacement. Let Y denote the largest number selected. Find the probability mass function of Y. Solution P(Y=i)=C(i-1,n-1)/C(N, n) where n<=i<=N