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10 Cards in this Set
- Front
- Back
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--p <-> p
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Double Negation
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-(pVq) <-> -p^-q
-(p^q) <-> -pV-q |
DeMorgan's Laws
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pVq <-> qVp
p^q <-> q^p |
Commutative Laws
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pV(qVr) <-> (pVq)Vr
p^(q^r) <-> (p^q)^r |
Associative Laws
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pV(q^r) <-> (pVq)^(pVr)
p^(qVr) <-> (p^q)V(p^r) |
Distributive Laws
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pVp <-> p
p^p <-> p |
Idempotent Laws
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pVF <-> p
p^T <-> p |
Identity Laws
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pV-p <-> T
p^-p <-> F |
Inverse Laws
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pVT <-> T
p^F <-> F |
Domination Laws
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pV(p^q) <-> p
p^(pVq) <-> p |
Absorption Laws
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