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Answer to Question #22441 in Discrete Mathematics for Aaron Okievs.
Question #22441
The complement of set B relative to set A is the set
(A) A\B = x:x∈Aorx∉B
(B) A\B = x:x∈Aandx∉B
(C) A/B = x:x∈Aorx∉B
(D) A/B = x:x∈Aandx∉B
(A) A\B = x:x∈Aorx∉B
(B) A\B = x:x∈Aandx∉B
(C) A/B = x:x∈Aorx∉B
(D) A/B = x:x∈Aandx∉B
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