A Markov {Xn}n chain has two states: {0,1}. At steady state, the transition probabilities are p(Xn+1...

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A Markov {Xn}n chain has two states: {0,1}. At steady state, the transition probabilities are p(Xn+1 = 1|Xn = 0) = 0.8 p(Xn+1 = 0|Xn = 1) = 0.4 Find the probability p(xn = 0) at steady state. A Markov {Xn}n chain has two states: {0,1}. At steady state, the transition probabilities are p(Xn+1 = 1|Xn = 0) = 0.8 p(Xn+1 = 0|Xn = 1) = 0.4 Find the probability p(xn = 0) at steady state.