If AAA and BBB are sets such that n(A∪B)=50n(A \cup B) = 50n(A∪B)=50, n(A∩B)=10n(A \cap B) = 10n(A∩B)=10, and n(A∖B)=2n(B∖A)n(A \setminus B) = 2n(B \setminus A)n(A∖B)=2n(B∖A), what is n(A)n(A)n(A)?
30
36.6
40
26.6