160 Formal Proofs 7. (av-b)→-d 8. rv~(g→-k) -(av~b) -(g→-k) 9. w→(sA p) 10. (s→ p)ak [(s→ p)ak]v (m^n) SA P For Exercises 11–26, test each argument for validity. If it is valid, provide a formal...

Page 160 #12 only And Page 175 #19 only
160 Formal Proofs 7. (av-b)→-d 8. rv~(g→-k) -(av~b) -(g→-k) 9. w→(sA p) 10. (s→ p)ak [(s→ p)ak]v (m^n) SA P For Exercises 11–26, test each argument for validity. If it is valid, provide a formal proof. If it is invalid, provide a counterexample chart. 11. b→c 12. r→(svq) a - avb ~S

160<br>Formal Proofs<br>7. (av-b)→-d<br>8. rv~(g→-k)<br>-(av~b)<br>-(g→-k)<br>9. w→(sA p)<br>10. (s→ p)ak<br>[(s→ p)ak]v (m^n)<br>SA P<br>For Exercises 11–26, test each argument for validity. If it is valid, provide<br>a formal proof. If it is invalid, provide a counterexample chart.<br>11. b→c<br>12. r→(svq)<br>a<br>- avb<br>~S<br>

Extracted text: 160 Formal Proofs 7. (av-b)→-d 8. rv~(g→-k) -(av~b) -(g→-k) 9. w→(sA p) 10. (s→ p)ak [(s→ p)ak]v (m^n) SA P For Exercises 11–26, test each argument for validity. If it is valid, provide a formal proof. If it is invalid, provide a counterexample chart. 11. b→c 12. r→(svq) a - avb ~S

In-Class Exercises and Problems for Section 3.3<br>175<br>19. r→w<br>20. ~ h→ g<br>P →(was)<br>k →(~ gv~a)<br>PAS<br>ank<br>hvs<br>21. ~aab<br>22. s → b<br>-d →e<br>SVC<br>(c^~s)→ k<br>avc<br>k<br>

Extracted text: In-Class Exercises and Problems for Section 3.3 175 19. r→w 20. ~ h→ g P →(was) k →(~ gv~a) PAS ank hvs 21. ~aab 22. s → b -d →e SVC (c^~s)→ k avc k

Jun 05, 2022

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160 Formal Proofs 7. (av-b)→-d 8. rv~(g→-k) -(av~b) -(g→-k) 9. w→(sA p) 10. (s→ p)ak [(s→ p)ak]v (m^n) SA P For Exercises 11–26, test each argument for validity. If it is valid, provide a formal...

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