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10 January, 14:57

For two events S and Q it is known that P (Q) =.45 and (∩) =.32. Find P (S|Q).

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  1. 10 January, 15:23
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    Answer:P (SIQ) = 0.71

    Step-by-step explanation:

    We know that:

    P (Q) = 0.45

    (∩) i guess represents the intersection of probabilities, P (A ∩B) = 0.32

    then P (SIQ) is the probability of S if we know that Q already happend.

    This is:

    P (S) = P (A ∩B) / P (Q)

    P (S) = (0.32) / (0.45) = 0.71

    Then P (SIQ) = 0.71
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