Which of the following is equivalent to (A∖B)∪(B∖A)(A \setminus B) \cup (B \setminus A)(A∖B)∪(B∖A)?
(A∪B)∖(A∩B)(A \cup B) \setminus (A \cap B)(A∪B)∖(A∩B)
(A∩Bc)∪(B∩Ac)(A \cap B^c) \cup (B \cap A^c)(A∩Bc)∪(B∩Ac)
(A∪B)∩(Ac∪Bc)(A \cup B) \cap (A^c \cup B^c)(A∪B)∩(Ac∪Bc)
All of the above