Suppose $$P ( A ) = 0.10 , P ( B \mid A ) = 0.20 , \text { and } P ( B \mid \bar { A } ) = 0.40$$ a. Find $P ( A \cap B )$
b. Are A and B mutually exclusive events

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The Answer of Suppose $$P ( A ) = 0.10 , P ( B \mid A ) = 0.20 , \text { and } P ( B \mid \bar { A } ) = 0.40$$ a. Find $P ( A \cap B )$
b. Are A and B mutually exclusive events

Suppose P(A)=0.10,P(B∣A)=0.20, and P(B∣Aˉ)=0.40P ( A ) = 0.10 , P ( B \mid A ) = 0.20 , \text { and } P ( B \mid \bar { A } ) = 0.40P(A)=0.10,P(B∣A)=0.20, and P(B∣Aˉ)=0.40

Suppose $P ( A ) = 0.10 , P ( B \mid A ) = 0.20 , \text { and } P ( B \mid \bar { A } ) = 0.40$