Theorem 3-6. If A and B are any two events (subsets of sample space S) and are not disjoint, then P(AU B) = P (A) + P (B) – P(AO R)

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Prove the following

Theorem 3-6. If A and B are any two events (subsets of sample space S) and are not
disjoint, then
Р(AU B) %3D P (A) + Р (В)— Р(АоB)
Transcribed Image Text:Theorem 3-6. If A and B are any two events (subsets of sample space S) and are not disjoint, then Р(AU B) %3D P (A) + Р (В)— Р(АоB)
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