Given a Markov reward process with the attached graph: 1. If the values of the states A, B, and C are 2, 1, and 3 respectively, update the value of the state B in each of the 3 frameworks (TD(0), MC, and DP), given the following trace for MC and that the probability of moving right or left is 0.5 in each state. Trace for MC: B -> A -> B -> C -> T
Given a Markov reward process with the attached graph: 1. If the values of the states A, B, and C are 2, 1, and 3 respectively, update the value of the state B in each of the 3 frameworks (TD(0), MC, and DP), given the following trace for MC and that the probability of moving right or left is 0.5 in each state. Trace for MC: B -> A -> B -> C -> T
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Given a Markov reward process with the attached graph:
1. If the values of the states A, B, and C are 2, 1, and 3 respectively, update the value of the state B in each of the 3 frameworks (TD(0), MC, and DP), given the following trace for MC and that the probability of moving right or left is 0.5 in each state.
Trace for MC: B -> A -> B -> C -> T
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