If B is an event, with P(B) > 0, show that the set
Chapter , Problem 64(choose chapter or problem)
If B is an event, with P(B) > 0, show that the set function Q(A) = P(A | B) satisfies the axioms for a probability measure. Thus, for example,
\(P(A \cup C | B) = P(A | B) + P(C | B) P(A \cap C | B)\)
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