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Logical Proof: Theorem (Truths of Logic) A iff ~~A
My thought was to break up the sentence into its equivalent form: (A ->~~A) & (~~A -> A) From there I assumed the premise of both sides to use indirect proofs, so: 1. ~(A -> ~~A) AP 2. ~(~A or ~~A) 1 Implication 3. ~~A & ~~~A 2...- VeraMason
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- Logic Proof Theorem
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- Forum: Calculus and Beyond Homework Help