flower seed catalog

flower seed catalog
Help in Logic?? Can You Translate? Sentential Logic? 3?

1. If the seed catalog is correct then if the seeds are planted in April then the flowers bloom in July. The seeds are planted in April. Hence if the flowers do not bloom in July then the seed catalog is not correct.

2. If the weather is warm and the sky is clear then we’ll go swimming and boating. It is not the case that if the sky is clear we go swimming. Therefore the weather is warm.

3. If the weather is warm and the sky is clear then either we go swimming or we go boating. It is not the case that if the sky is clear then we go swimming. Therefore is we do not go boating then the weather is not warm.

4. If the weather is warm and the sky is clear then either we go swimming or we go boating. It is not the case that if we do not go swimming then the sky is not clear. Therefore either the wather is warm ir we go boating.

Hi

1. C = ‘The seed catalogue is correct’, A = ‘The seeds are planted in April’, J = ‘The flowers bloom in July’

C > (A > J), A. Thus, ~J > ~C

2. W = ‘The weather is warm’, C = ‘The sky is clear’, S = ‘We’ll go swimming’, B = ‘We’ll go boating’

(W & C) > (S & B), ~(C > S). Thus, W

This argument is invalid. The conclusion should be ~W.

3. Using the same key:

(W & C) > (S v B), ~(C > S). Thus, ~B > ~W

4. Using the same key:

(W & C) > (S v B), ~(~S > ~C). Thus, W v B

This argument is invalid. The conclusion ought to be ~W v B.

Proofs:

(1) 1. C > (A > J) Premise
(2) 2. A Premise
(3) 3. ~J Assumption for CP
(4) 4. C Assumption for CP
(1,4) 5. A > J 1,4 MP
(1,2,4) 6. J 2,5 MP
(1,2) 7. C > J 4,6 CP
(1,2,3) 8. ~C 3,7 MT
(1,2) 9. ~J > ~C 3,8 CP

(1) 1. (W & C) > (S & B) Premise
(2) 2. ~(C > S) Premise
(3) 3. ~(C & ~S) Assumption for RAA
(4) 4. C Assumption for CP
(5) 5. ~S Assumption for RAA
(4,5) 6. C & ~S 4,5 &I
(3,4,5) 7. (C & ~S) & ~(C & ~S) 3,6 &I
(3,4) 8. ~~S 5,7 RAA
(3,4) 9. S 8 &E
(3) 10. C > S 4,9 CP
(2,3) 11. (C > S) & ~(C > S) 2,10 &I
(2) 12. ~~(C & ~S) 3,11 RAA
(2) 13. C & ~S 12 DNE
(14) 14. W Assumption for CP
(2) 15. C 13 &E
(2,14) 16. W & C 14,15 &I
(1,2,14) 17. S & B 1,16 MP
(1,2,14) 18. S 17 &E
(2) 19. ~S 13 &E
(1,2) 20. W > S 14,18 CP
(1,2) 21. ~W 19,20 MT

(1) 1. (W & C) > (S v B) Premise
(2) 2. ~(C > S) Premise
(3) 3. ~B Assumption
(4) 4. S Assumption
(5) 5. C Assumption
(4,5) 6. C & S 4,5 &I
(4,5) 7. S 6 &E
(4) 8. C > S 5,7 CP
(-) 9. S > (C > S) 4,8 CP
(2) 10. ~S 2,9 MT
(11) 11. S v B Assumption
(3,4) 12. S & ~B 3,4 &I
(3,4) 13. S 12 &E
(2,3,4) 14. S & ~S 10,13 &I
(2,4) 15. ~~B 3,14 RAA
(2,4) 16. B 15 DNE
(17) 17. B Assumption
(2,11) 18. B 11,4,16,17,17 vE
(2,3,11) 19. B & ~B 3,18 &I
(2,3) 20. ~(S v B) 11,19 RAA
(1,2,3) 21. ~(W & C) 1,20 MT
(22) 22. ~C Assumption
(23) 23. ~S Assumption
(5,23) 24. C & ~S 5,23 &I
(5,23) 25. C 24 &E
(5,22,23) 26. C & ~C 22,25 &I
(5,22) 27. ~~S 23,26 RAA
(5,22) 28. S 27 DNE
(22) 29. C > S 5,28 CP
(-) 30. ~C > (C > S) 22,29 CP
(2) 31. ~~C 2,30 MT
(2) 32. C 31 DNE
(33) 33. W Assumption
(2,33) 34. W & C 32,33 &I
(2) 35. W > (W & C) 33,34 CP
(1,2,3) 36. ~W 21,35 MT
(1,2) 37. ~B > ~W 3,36 CP

(1) 1. (W & C) > (S v B) Premise
(2) 2. ~(~S > ~C) Premise
(3) 3. ~(~W v B) Assumption for RAA
(4) 4. ~(~S & C) Assumption for RAA
(5) 5. ~S Assumption for CP
(6) 6. C Assumption for RAA
(5,6) 7. ~S & C 5,6 &I
(4,5,6) 8. (~S & C) & ~(~S & C) 4,7 &I
(4,5) 9. ~C 6,8 RAA
(4) 10. ~S > ~C 5,9 CP
(2,4) 11. (~S > ~C) & ~(~S > ~C) 2,10 &I
(2) 12. ~~(~S & C) 4,11 RAA
(2) 13. ~S & C 12 DNE
(2) 14. C 13 &E
(15) 15. ~W Assumption for CP
(15) 16. ~W v B 15 vI
(-) 17. ~W > (~W v B) 15,16 CP
(3) 18. ~~W 3,17 MT
(3) 19. W 18 DNE
(2,3) 20. W & C 14,19 &I
(1,2,3) 21. S v B 1,20 MP
(2) 22. ~S 13 &E
(23) 23. S Assumption for vE
(24) 24. ~B Assumption for CP
(23,24) 25. S & ~B 23,24 &I
(23,24) 26. S 25 &E
(23) 27. ~B > S 24,26 CP
(2,23) 28. ~~B 22,27 MT
(2,23) 29. B 28 DNE
(30) 30. B Assumption for vE
(1,2,3) 31. B 21,23,29,30,30 vE
(1,2,3) 32. ~W v B 31 vI
(1,2,3) 33. (~W v B) & ~(~W v B) 3,32 &I
(1,2) 34. ~~(~W v B) 3,33 RAA
(1,2) 35. ~W v B 34 DNE

I hope that this helps a little :-) Good luck!

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