Solution to 3) Using basic propositional equivalence (which we did in the class) show that (pr) ^ … - Sikademy
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Archangel Macsika

3) Using basic propositional equivalence (which we did in the class) show that (pr) ^ (4) and (pvg) → are logically equivalent. (Don't use truth table for this problem) O U

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\neg(p \land \neg q) \lor r\\ \equiv [(\neg p) \lor (\neg( \neg q))] \lor r\\ \equiv [(\neg p) \lor q] \lor r\\ \equiv (\neg p) \lor (q \lor r)\\ \equiv p \to (q \lor r)\\ \equiv (p \lor q) → r

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