Question 4. The following are logical laws shown in our lecture. Find their dual versions if exist. Implication law Idempotent lauw Commutative law A → B = ¬AV B ΑΛΑ Α АЛВ 3D ВЛА (АЛ В) ЛС %3 АЛ (ВЛС) АЛ (AV B) А Associative law Absorption law АЛ (BVC) (АЛ В)V (AЛС) Distributive law Double Negation law De Morgan's law Excluded middle law ¬A = A ¬(A ^ B) = ¬AV¬B A^¬A = F Identity law Domination law AAT = A ΑΛF F
Question 4. The following are logical laws shown in our lecture. Find their dual versions if exist. Implication law Idempotent lauw Commutative law A → B = ¬AV B ΑΛΑ Α АЛВ 3D ВЛА (АЛ В) ЛС %3 АЛ (ВЛС) АЛ (AV B) А Associative law Absorption law АЛ (BVC) (АЛ В)V (AЛС) Distributive law Double Negation law De Morgan's law Excluded middle law ¬A = A ¬(A ^ B) = ¬AV¬B A^¬A = F Identity law Domination law AAT = A ΑΛF F
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Question 4. The following are logical laws shown in our lecture. Find their dual versions if exist.
Implication law
Idempotent law
Соmmutative law
A → B = ¬AV B
AA A = A
АЛВ 3D ВЛА
(АЛ В) ЛС 3D Ал (ВЛС)
Ал (AV B) А
A A (B V C)
Associative law
Absorption law
= (A ^ B) V (A ^ C) Distributive law
Double Negation law
De Morgan's law
Excluded middle law
A
¬(A ^ B) = ¬A V¬B
AA¬A = F
АЛТ 3D А
Identity law
Domination law
AAF = F
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