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(Solved): Find the probability by referring to the tree diagram. \[ P(A \mid C) \] \[ P(A \mid C)=\quad \text ...
Find the probability by referring to the tree diagram. \[ P(A \mid C) \] \[ P(A \mid C)=\quad \text { (Simplify your answer.) } \]
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From the tree diagram, we get Now, From the tree diagram , we get P(A)=13, P(CA)=17, P(C/B) = 3 /7, P(A/C) = ?
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