7. 1. No d are b'; 2. All b are a; 3. No c are d'. 8. 1. No b' are d; 2. No a' are b; 3. All c are d. pg111 9. 1. All b' are a; 2. No a are d; 3. All b are c. 10. 1. No c are d; 2. All b are c; 3. No a are d'. 11. 1. No b are c; 2. All d are a; 3. All c' are a'. 12. 1. No c are b'; 2. All c' are d'; 3. All b are a. 13. 1. All d are e; 2. All c are a; 3. No b are d'; 4. All e are a'. 14. 1. All e are b; 2. All a are e; 3. All d are b'; 4. All a' are c; 15. 1. No b' are d; 2. All e are c; 3. All b are a; 4. All d' are c'. 16. 1. No a' are e; 2. All d are c'; 3. All a are b; 4. All e' are d. 17. 1. All d are c; 2. All a are e; 3. No b are d'; 4. All c are e'. 18. 1. All a are b; 2. All d are e; 3. All a' are c'; 4. No b are e. 19. 1. No b are c; 2. All e are h; 3. All a are b; 4. No d are h; 5. All e' are c. 20. 1. No d are h'; 2. No c are e; 3. All h are b; 4. No a are d'; 5. No b are e'. 21. 1. All b are a; 2. No d are h; 3. No c are e; 4. No a are h'; 5. All c' are b. 22. 1. All e are d'; 2. No b' are h'; 3. All c' are d; 4. All a are e; 5. No c are h. 23. 1. All b' are a'; 2. No d are e'; 3. All h are b'; 4. No c are e; 5. All d' are a. 24. 1. All h' are k'; 2. No b' are a; 3. All c are d; 4. All e are h'; 5. No d are k'; 6. No b are c'. 25. 1. All a are d; 2. All k are b; 3. All e are h; 4. No a' are b; 5. All d are c; 6. All h are k. 26. 1. All a' are h; 2. No d' are k'; 3. All e are b'; 4. No h are k; 5. All a are e; 6. No b' are d. 27. 1. All c are d'; 2. No h are b; 3. All a' are k; 4. No c are e'; 5. All b' are d; 6. No a are c'. 28. 1. No a' are k; 2. All e are b; 3. No h are k'; 4. No d' are c; 5. No a are b; 6. All c' are h. 29. 1. No e are k; 2. No b' are m; 3. No a are c'; 4. All h' are e; 5. All d are k; 6. No c are b; 7. All d' are l; 8. No h are m'. 30. 1. All n are m; 2. All a' are e; 3. No c' are l; 4. All k are r'; 5. No a are h'; 6. No d are l'; 7. No c are n'; 8. All e are b; 9. All m are r; 10. All h are d. [N.B. In each Example, in Sections 8 and 9, it is possible to begin with _any_ Premiss, at pleasure, and thus to get as many different Solutions (all of course yielding the _same_ Complete Conclusion) as there are Premisses in the Example. Hence § 8 really contains 129 different Examples, and § 9 contains 273.] pg112 § 9. EX9 _Sets of Concrete Propositions, proposed as Premisses for Soriteses: Conclusions to be found._ =1.= (1) Babies are illogical; (2) Nobody is despised who can manage a crocodile; (3) Illogical persons are despised.