Conditional Probabilityeasy
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A Markov chain has states A, B, C with transitions: P(A→A)=0.5, P(A→B)=0.3, P(A→C)=0.2. Currently in state A. Given that after one step we are not in A, what is the probability we are in B?
A Markov chain has states A, B, C with transitions: P(A→A)=0.5, P(A→B)=0.3, P(A→C)=0.2. Currently in state A. Given that after one step we are not in A, what is the probability we are in B?