Let p,q and r are three propositions. Using the truth table, show that: 1. p V q q V p(Jyls) (H. W) 2. (p v q) v r=p v (q v r) ( yli), 3. pVp p(sal s ) (H. W)

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Chapter2: Second-order Linear Odes
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Properties of the disjunction operator: (V) Jai 5laiala
Let p,q and r are three propositions. Using the truth table, show that:
1. p v q=q V p (J+yi ala) (H. W)
2. (p V q) v r=p V (q V r) ( i)
3. pvp=p(s s ) (H. w)
4. pVT-T (Domination Law) (H. W)
5. pVF= F (ldentity Law) (H. W)
6. pv p T (H. W)
Transcribed Image Text:Q2 Properties of the disjunction operator: (V) Jai 5laiala Let p,q and r are three propositions. Using the truth table, show that: 1. p v q=q V p (J+yi ala) (H. W) 2. (p V q) v r=p V (q V r) ( i) 3. pvp=p(s s ) (H. w) 4. pVT-T (Domination Law) (H. W) 5. pVF= F (ldentity Law) (H. W) 6. pv p T (H. W)
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