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Qn #476
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Let E and F be two events such that P(E) > 0 and P(F) > 0. Which one of the following is
NOT
equivalent to the condition that $P(E) =P(E|F)$?
A.
E and F are independent
B.
$2P(E^c)P(F^c) \ne P(E \cap F^c)$
C.
$P(F)=P(F/E)$
D.
$E^c$ and $F$ are independent
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