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De Morgan's Laws:

~(A /\ B) <=> ~A \/ ~B

~(A \/ B) <=> ~A /\ ~B

Given the statement, rewrite using De Morgan's Laws, noting that ~(~P) should be equivalently written as P.

~(A /\ ~B) is equivalent to?

Give the answer using capital letters and no spaces, no parentheses.

Copy and Paste the symbols as needed:

∨ ∧ ⇒

De Morgan's Laws: ~(A /\ B) <=> ~A \/ ~B ~(A \/ B) <=> ~A /\ ~B Given-example-1
User Barteloma
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1 Answer

5 votes

Answer:

~A ∨ B

Explanation:

~(A /\ ~B) <=> ~A V ~(~B) <=> ~A V B

User AWhitford
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