I'd love if someone could go over how to do this problem.
Given $P(A\cap B)=0.4$, $P(A\cap B^c)=0.2$, $P(A^c\cap B)=0.3$.
Determine:
$P(A)$:
$P(B):$
$P(A|B):$
$P(B|A):$
I'd love if someone could go over how to do this problem.
Given $P(A\cap B)=0.4$, $P(A\cap B^c)=0.2$, $P(A^c\cap B)=0.3$.
Determine:
$P(A)$:
$P(B):$
$P(A|B):$
$P(B|A):$