C \ (A or B) = (C \ A) and (C \ B)
If A, B, and C are sets, prove that:?
That does not look too right. Check it on a Venn diagram.
I'm assuming that or means union;
and means intersection.
C \ (A u B) = C\A u C\B
and C\(AnB) = C\A n C\B
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