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]
[EX9]§ 9.
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.