Question: The transition matrix for a Markov process is given by State State 1 T= State 2 W/ H W/ N N (a) What does the

The transition matrix for a Markov process is given by State State 1 T= State 2 W/ H W/ N N (a) What does the entry a22 = = - represent? O The conditional probability that the outcome state 2 will occur given that the outcome state 1 has occurred is W / H O The conditional probability that the outcome state 1 will occur given that the outcome state 2 has occurred is O) The conditional probability that the outcome state 1 will occur given that the outcome state 1 has occurred is W H W H The conditional probability that the outcome state 2 will occur given that the outcome state 2 has occurred is W / M O None of these are correct. (b) Given that the outcome state 1 has occurred, what is the probability that the next outcome of the experiment will be state 2? (c) If the initial-state distribution is given by State 1 XO = State 2 find TX, the probability distribution of the system after one observation. X1 =

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