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4. Markov Chains. Suppose that a baseball player has a 45% chance of getting a hit if they got a hit yesterday and a 80% chance of not getting a hit if they also failed to get a hit yesterday. a. Find a transition matrix for this Markov Process. b. Suppose the probability of the player getting a hit next Tuesday is 35%. What is the probability they will get a hit next Wednesday? C. What is the chance this player will get a hit at the end of time? a
4. Markov Chains. Suppose that a baseball player has a 45% chance of getting a hit if they got a hit yesterday and a 80%
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4. Markov Chains. Suppose that a baseball player has a 45% chance of getting a hit if they got a hit yesterday and a 80%
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