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Question: a markov chain x on the state space s 01...

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A Markov chain {X,) on the state space S 0,1, 2 has transition probability matrix P 00.7 0.2 0.1 10.3 0.5 0.2 State 2 is called an absorbing state because, once the chain hits state 2 it will remain there forever! (a) What is P(X10-21X9-1)? (b) What is P(X21Xo 1)? (c) What is PX,メ21X) = 0)?

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