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Discrete Math 1-2

QuestionAnswer
De Morgan laws (not)(p v q) and (not)p ^ (not)q are logically equivalent
Identity laws p ^ T <-> p || p v F <-> p
Domination laws p v T <-> T || p ^ F <-> F
Idempotent laws p v p <-> p || p ^ p <-> p
Double Negation law (not) ( (not) p ) <-> p
Communtative laws p v q <-> q v p || p ^ q <-> q ^ p
Associative laws (p v q) v r <-> p v (q v r)(p ^ q) ^ r <-> p ^ (q ^ r)
Distributive laws p v (q ^ r) <-> (p v q) ^ (p v r)p ^ (q v r) <-> (p ^ q) v (p ^ r)
Absorption laws p v (p ^ q) <-> p || p ^ (p v q) <-> p
Negation laws p v (not)p <-> T || p ^ (not)p <-> F
Created by: 655485577
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