Asked by Ben
A and B are two events.
P(A/B)=5/11
P(A~B)=9/10 (~ indicates either A or B)
P(B)=x
How do we find P(A^B')? (^ indicates both A and B)
I got,
P(A^B)=5x/11
P(A)=(9/10)-(6x/11)
Is there any way we can get a relationship between P(A^B) and the required probability?
P(A/B)=5/11
P(A~B)=9/10 (~ indicates either A or B)
P(B)=x
How do we find P(A^B')? (^ indicates both A and B)
I got,
P(A^B)=5x/11
P(A)=(9/10)-(6x/11)
Is there any way we can get a relationship between P(A^B) and the required probability?
Answers
Answered by
bobpursley
Shouldn't you be using Bayes Theorem?
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