If A and B are mutually exclusive, $P ( A ) = 0.4$ , and $P ( B ) = 0.2$ , find $P ( A \cup B ) ^ { \prime }$ .
$P ( A \cup B ) ^ { \prime } =$ __________

Name: If A and B are mutually exclusive, $P ( A ) = 0.4$ , and $P ( B ) = 0.2$ , find $P ( A \cup B ) ^ { \prime }$ . $P ( A \cup B ) ^ { \prime } =$ __________
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If A and B are mutually exclusive, $P ( A ) = 0.4$ , and $P ( B ) = 0.2$ , find $P ( A \cup B ) ^ { \prime }$ .
​ $P ( A \cup B ) ^ { \prime } =$ __________

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The Answer of If A and B are mutually exclusive, $P ( A ) = 0.4$ , and $P ( B ) = 0.2$ , find $P ( A \cup B ) ^ { \prime }$ .
​ $P ( A \cup B ) ^ { \prime } =$ __________

If a and B Are Mutually Exclusive P(A)=0.4P ( A ) = 0.4P(A)=0.4

If a and B Are Mutually Exclusive $P ( A ) = 0.4$