probability-if p (A) =1/3 ,P(B)=1/4, and P (AUB)=4/13, Find P(Aintersection B)
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P (AUB)=p (A)+P(B)-P(Aintersection B)
P(Aintersection B)=p (A)+P (B)-P (AUB)
=1/3+1/4-4/13
=(91-48)/(12x13)
=43/156
P(Aintersection B)=p (A)+P (B)-P (AUB)
=1/3+1/4-4/13
=(91-48)/(12x13)
=43/156
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