WorksheetsCategorical Proposition Quiz
Total questions: 10
Worksheet time: 5mins
What is the study of arguments using categorical statements called?
Deductive reasoning
Inductive reasoning
Abductive reasoning
Analogical reasoning
Which of the following is not one of the four standard forms of categorical proposition identified by the Ancient Greeks?
Some S are all P
Some S are P
No S are P
All S are P
What is the hypothetical viewpoint in modern understanding of categorical propositions?
A viewpoint that requires the subject category to have at least one member
A viewpoint that removes some of the relations present in the traditional square of opposition
A viewpoint that allows one to deduce more results than the existential viewpoint
A viewpoint that considers if the subject category may be empty
Which type of categorical proposition is described as universal and affirmative?
No S is P
All S is P
Some S is P
Some S is not P
What does the statement 'Some S is P' refer to in logic?
None of the above
At least some, and perhaps all, P are S
At least some, and perhaps all, S are not P
At least some, and perhaps all, S are P
Which of the following is true about the distribution of terms in an A-proposition?
The subject is distributed to the predicate, but not the reverse
The predicate is distributed to the subject, but not the reverse
Both the subject and predicate are distributed bidirectionally
Neither the subject nor the predicate is distributed
What does an E-proposition distribute bidirectionally between?
The subject and the predicate
The predicate and the subject
Neither the subject nor the predicate
Both the subject and predicate
What are the two possible qualities of a categorical proposition?
Distributed and undistributed
Affirmative and negative
Subject and predicate
Universal and particular
What is the primary distinct type of categorical proposition identified by the Ancient Greeks?
E form
O form
A form
I form
What is the number of members of the subject class in a universal proposition?
Cannot be determined
No members
Some members
All members
