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If A and B are mutually exclusive events, then |
$P(A) ≤ P(\overline{B})$ $P(A) > P(\overline{B})$ $P(A) < P(B)$ none of these |
$P(A) ≤ P(\overline{B})$ |
Since A and B are mutually exclusive events. $∴ A ∩ B= \phi $ $⇒ A \subseteq \overline{B}$ and $B \subseteq \overline{A}$ $P(A) ≤ P(\overline{B})$ and $P(B) ≤ P(\overline{A})$ |
