Question: 9. consider a markov chain which its transition probability matrix P1 in question 7, show that after long time, the probability of leaving the second

9. consider a markov chain which its transition probability matrix P1 in question 7, show that after long time, the probability of leaving the second state is equal to the probability if entering to this state.

P1=0.40.3000.30.50.60.40.5P2=0.7000.200.60.1000.40.900.3000.8 8. If it is possible, find the steady state probabilities for the transition probability matrices in question 6. 9. Consider a Markov Chain which its transition probability matrix is P1 in question 7 , show that after long time, the probability of leaving the second state is equal to the probability of entering to this state

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