Which of the following expressions is always equivalent to A∖(B∩C)A \setminus (B \cap C)A∖(B∩C)?
(A∩B′)∩(A∩C′)(A \cap B') \cap (A \cap C')(A∩B′)∩(A∩C′)
(A∪B′)∩(A∪C′)(A \cup B') \cap (A \cup C')(A∪B′)∩(A∪C′)
A∩(B′∪C′)A \cap (B' \cup C')A∩(B′∪C′)
(A∖B)∩(A∖C)(A \setminus B) \cap (A \setminus C)(A∖B)∩(A∖C)