Write if Step 1,2,3,4 are either: Identity laws, De Morgan's law, Distributive laws, or Negation laws Supply the reason for each step to show the equivalence of(pV ~ q) ^ (~ pv ~ q) and ~ q.(p V ~q) V (~p A ~q) = (~p ^q) V (~p ^ ~q) Step 1.= ~p A (q V ~q)Step 2.= ~pAtStep 3.= ~pStep 4.Therefore, (p V ~q) V (~p ^ ~q) = ~p.

Name: Write if Step 1,2,3,4 are either: Identity laws, De Morgan's law, Dist
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Description: Write if Step 1,2,3,4 are either: Identity laws, De Morgan's law, Distributive laws, or Negation laws Supply the reason for each step to show the equivalence of(pV ~ q) ^ (~ pv ~ q) and ~ q.(p V ~q) V (~p A ~q) = (~p ^q) V (~p ^ ~q) Step 1.= ~p A (q

In the given question we have to write name of laws which are used in the given question. Before the…

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Supply the reason for each step to show the equivalence of (pV ~ q) ^ (~ pV ~ q) and ~ q. ~(p V ~q) V (~p ^ ~q) = (~p ^q) V (~p^~q) Step 1. = ~pA (q V ~q) Step 2. =pAt Step 3. = mp Step 4. Therefore, (p V ~q) V (~p A ~q) = ~p.

Supply the reason for each step to show the equivalence of (pV ~ q) ^ (~ pV ~ q) and ~ q. ~(p V ~q) V (~p ^ ~q) = (~p ^q) V (~p^~q) Step 1. = ~pA (q V ~q) Step 2. =pAt Step 3. = mp Step 4. Therefore, (p V ~q) V (~p A ~q) = ~p.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter1: Fundamental Concepts Of Algebra

Section1.2: Exponents And Radicals

Problem 19E

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