Distributive Laws for Propositional Logic ( DL1) α V (βΛγ) (α ν β ) Λ (α V γ) . (DL2) α Λ βV γ) (α Λ β) V ( α Λ γ) Perfectly symmetric: • swapping A and V turn either law into the other. Closely...


Discrete Math
Q: ) Prove the distributive laws (DL1)


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Distributive Laws for Propositional Logic<br>( DL1) α V (βΛγ) (α ν β ) Λ (α V γ)<br>. (DL2) α Λ βV γ) (α Λ β) V ( α Λ γ)<br>Perfectly symmetric:<br>• swapping A and V turn either law into the other.<br>Closely related to Distributed Laws for sets (Chapt 5)<br>

Extracted text: Distributive Laws for Propositional Logic ( DL1) α V (βΛγ) (α ν β ) Λ (α V γ) . (DL2) α Λ βV γ) (α Λ β) V ( α Λ γ) Perfectly symmetric: • swapping A and V turn either law into the other. Closely related to Distributed Laws for sets (Chapt 5)

Jun 07, 2022
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