Question: Discrete Mathematics - Prove with inferences laws and boolean algebraic law Prove with boolean algebraic law on the next set of questions Problem 5: More

Discrete Mathematics - Prove with inferences laws and boolean algebraic law

Discrete Mathematics - Prove with inferences laws and boolean algebraic law Prove

Prove with boolean algebraic law on the next set of questions

with boolean algebraic law on the next set of questions Problem 5:

Problem 5: More Inference (20 points) Accepting the following premises: 1. (p At) - (TV) 2. q (unt) 3. Up 4. -5 Show that a r. Problem 2: Boolean Algebraic Laws (40 points) Use Boolean algebraic laws to prove the following equivalences: 1. [Cp 9) v ( p r)] [p - (Vr)] (15 points) 2.-6-(19) A (pv q)] [( - 9) (9-p] (15 points)

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