The Matrix for a Markov chain is

(A) Show that R = [.4 0 .6] and S = [0 1 0] are both stationary matrices for P. Explain why this does not contradict Theorem 1 A.
(B) Find another stationary matrix for P. [Consider T = aR + (1 - a)S, where 0 (C) How many different stationary matrices does P have?

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