Let P(A), P(B) be the probabilities of A and B respectively. Let P(A|B) be the conditional probability of A given B and P(B|A) be the probability of B given A. Then, Bayes' theorem states:
P(A|B)=(P(B|A) * P(A))/P(B).
Let P(A), P(B) be the probabilities of A and B respectively. Let P(A|B) be the conditional probability of A given B and P(B|A) be the probability of B given A. Then, Bayes' theorem states:
P(A|B)=(P(B|A) * P(A))/P(B).