Determine the probability mass function

Reference no: EM131812065

Question: In a community, there are N male and M female residents, N , M > 1000. Suppose that in a study, people are chosen at random and are asked questions concerning their opinion with regard to a specific issue. Let X_n = 1 if the nth person chosen is female, and X_n = 0 otherwise. Is {X_n : n = 1, 2,...} a Markov chain? Why or why not? 2. For a Markov chain {X_n : n = 0, 1,...} with state space {0, 1, 2,...} and transition probability matrix P = (p_ij ), let p be the probability mass function of X₀; that is, p(i) = P (X₀ = i), i = 0, 1, 2, . . . . Find the probability mass function of X_n.

Reference no: EM131812065

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