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Set theory/Simple rules/1/Exercise
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Set theory
Let
A
,
B
{\displaystyle {}A,\,B}
and
C
{\displaystyle {}C}
denote sets. Prove the identity
A
∖
(
B
∩
C
)
=
(
A
∖
B
)
∪
(
A
∖
C
)
.
{\displaystyle {}A\setminus {\left(B\cap C\right)}={\left(A\setminus B\right)}\cup {\left(A\setminus C\right)}\,.}
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