If \[A=[x:x\] is a multiple of 3] and \[B=[x:x\] is a multiple of 5], then A - B is (\[\bar{A}\] means complement of A) [AMU 1998]

If \[A=[x:x\] is a multiple of 3] and \[B=[x:x\] is a multiple of 5],

1.	If \[A=[x:x\] is a multiple of 3] and \[B=[x:x\] is a multiple of 5], then A - B is (\[\bar{A}\] means complement of A) [AMU 1998]
A.	\[\bar{A}\cap B\]
B.	\[A\cap \bar{B}\]
C.	\[\bar{A}\cap \bar{B}\]
D.	\[\overline{A\cap B}\]
Answer» C. \[\bar{A}\cap \bar{B}\]