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Set Theoryhard
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Let AAA and BBB be two sets. Define a new operation ⊛\circledast⊛ such that A⊛B=(A∖B)∪(B∖A)′A \circledast B = (A \setminus B) \cup (B \setminus A)'A⊛B=(A∖B)∪(B∖A)′. Which of the following statements is equivalent to A⊛BA \circledast BA⊛B?