Lesson 13-18 Flashcards
Square of opposition
Diagram of the basic relationships between categorical statements with the same subject and predicate
A* statement
Universal affirmative statement
All S is P
(top left corner of the square of opposition)
E* statements
Universal negatives
No S is P
(Top left of the square of opposition)
I* statement
Particular affirmative
Some S is P
(Bottom left corner of the square of opposition)
O* statement
Particular negative
Some S is not P
(Bottom right hand corner of the square opposition)
Contradiction
The relationship between A* and O* statements, and I* and E* statements
(if one is true the other must be false)
Contrariety (contrary relationship)
They can both be false but not both be true
(Exists between universal statement)
Subcontrariety
Both statements can be true but both can’t both be false
(Particular statements)
Subimplication
The relationship that exists from universal statements, (A or E) to the particular statements(I or O)of the same quality
(If the universal is true, then the particular statement must also be true)
Superimplication
The relationship that exists from particular statements, (I or O) to the universal statements (A or E) of the same quality