A man either drives his car or takes a bus to work each day. Suppose he never
takes the bus two days in a row, but if he drives to work then the next day he is
just likely to drive again as he is to take the bus. At the first day, he tosses a coin
and if tail comes then he takes a bus to work. Otherwise he drives to work. Find
the transition probability matrix. Also find the probability that he will use the bus
to go to work after four days.
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He never goes 2 days in a row by train but if he drives one day, then the next day he is just as likely to drive again as he is to travel by train.
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