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Table of Logical Equivalences

Table of Logical EquivalencesCommutativep q q pp q q pAssociative(p q) r p (q r)(p q) r p (q r)Distributivep (q r) (p q) (p r)p (q r) (p q) (p r)Identityp T pp F pNegationp p Tp p FDouble Negative ( p) pIdempotentp p pp p pUniversal Boundp T Tp F FDe Morgan s (p q) ( p) ( q) (p q) ( p) ( q)Absorptionp (p q) pp (p q) pConditional(p= q) ( p q) (p= q) (p q)Rules of InferenceModus Ponensp= qModus Tollensp= qp q q pEliminationp qTransitivityp= q qq= r p p= rGeneralizationp= p qSpecializationp q= pq= p qp q= qConjunctionpContradiction Rule p= Fq p p q 2011 for This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike Unported License. Revised July 20, 2011.

Jul 20, 2011 · Table of Logical Equivalences Commutative p^q ()q ^p p_q ()q _p Associative (p^q)^r ()p^(q ^r) (p_q)_r ()p_(q _r) Distributive p^(q _r) ()(p^q)_(p^r) p_(q ^r) ()(p_q ...

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Transcription of Table of Logical Equivalences

1 Table of Logical EquivalencesCommutativep q q pp q q pAssociative(p q) r p (q r)(p q) r p (q r)Distributivep (q r) (p q) (p r)p (q r) (p q) (p r)Identityp T pp F pNegationp p Tp p FDouble Negative ( p) pIdempotentp p pp p pUniversal Boundp T Tp F FDe Morgan s (p q) ( p) ( q) (p q) ( p) ( q)Absorptionp (p q) pp (p q) pConditional(p= q) ( p q) (p= q) (p q)Rules of InferenceModus Ponensp= qModus Tollensp= qp q q pEliminationp qTransitivityp= q qq= r p p= rGeneralizationp= p qSpecializationp q= pq= p qp q= qConjunctionpContradiction Rule p= Fq p p q 2011 for This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike Unported License. Revised July 20, 2011.


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