Question

The joint probabilities shown in a table with two rows, A1and A2 and two columns, B1and...

The joint probabilities shown in a table with two rows, A1and A2 and two columns, B1and B2, are as follows: P(A1 and B1) = .10, P(A1 and B2) = .30, P(A2 and B1) = .05, and P(A2 and B2) = .55. Then P(A1|B2), calculated up to two decimals, is:

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Answer #1

The conditional probability here is computed using Bayes theorem here as:

Therefore 0.3529 is the required probability here.

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