A scientific institute has n1 male and n2 female members. In the last elections of the institute,

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A scientific institute has n1 male and n2 female members. In the last elections of the institute, n members did not vote (n < n1 + n2). If all institute members have the same probability of abstaining from voting, find

(i) the distribution of the number of female members who did vote;

(ii) the probability that the number of members who voted is less than double the number of female members who voted in the elections.

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Introduction To Probability Volume 2

ISBN: 9781118123331

1st Edition

Authors: Narayanaswamy Balakrishnan, Markos V. Koutras, Konstadinos G. Politis

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