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Set Theoryhard
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Let AAA and BBB be sets such that n(A∖B)=14n(A \setminus B) = 14n(A∖B)=14, n(B∖A)=11n(B \setminus A) = 11n(B∖A)=11, and n(A∩B)=6n(A \cap B) = 6n(A∩B)=6. Find the cardinality of the power set of A∪BA \cup BA∪B, i.e., ∣P(A∪B)∣|P(A \cup B)|∣P(A∪B)∣.