When subject and predicate of both the premises is same but they differ only in quantity, it is known as:
Subaltern
In the traditional Square of Opposition, two categorical propositions that share the same subject and the same predicate but differ only in quantity (one being universal and the other particular) while keeping the same quality are said to be in the relation of subalternation, and the pair is called subaltern.
For example, the universal affirmative 'All S are P' (A) and the particular affirmative 'Some S are P' (I) have the same subject S, the same predicate P and the same quality (affirmative), differing only in quantity (universal versus particular). This is precisely subalternation. The same holds for the universal negative 'No S is P' (E) and the particular negative 'Some S are not P' (O).
Contraries are two universal propositions that differ in quality, both cannot be true together. Sub-contraries are two particular propositions that differ in quality, both cannot be false together. Contradictories differ in both quantity and quality and cannot share the same truth value. Since the question specifies same subject and predicate differing only in quantity, the relation is subaltern.
Correct answer: Subaltern
Which of the following is contrary to the statement "No mammals are birds"?
If the statement "Some animals are birds" is given as false then which of the following statements can be immediately inferred to be false?
Which of the following propositions can be directly inferred from the statement - "All mammals are four-legged animals?
Which of the following statements are contradictory to each other?
A. All objects are perishable.
B. Some objects are not perishable.
C. Some objects are perishable.
D. No objects are perishable.
Choose the most appropriate answer from the options given below:
Among the following propositions two are related in such a way that they cannot both be true but can both be false. Select the code that states those two propositions.
Propositions:
(a) Every student is attentive.
(b) Some students are attentive.
(c) Students are never attentive.
(d) Some students are not attentive.
Codes:
If proposition 'some milk is curd' is taken to be true, then which of the following propositions can be false?
If proposition 'All pens are not pencils' is taken to be true, then which of the following propositions can be false?
‘All republics are grateful’ and ‘Some republics are not grateful’ cannot both be true, and they cannot both be false. This is called as
If the proposition ‘Houses are not bricks’ is taken to be False then which of the following propositions can be True?
(a) All houses are bricks
(b) No house is brick
(c) Some houses are bricks
(d) Some houses are not bricks
Select the correct answer from the options given below:
Among the following statements, two are contradictory to each other. Select the code that represents them.
Statements :
(a) All surgeons are doctors.
(b) Some surgeons are doctors.
(c) Some surgeons are not doctors.
(d) No surgeons are doctors.
Code
Which of the following statements are so related that they can not both be true but could both be false?
A. All Biologists are outstanding teachers.
B. Some Biologists are outstanding teachers.
C. No Biologists are outstanding teachers.
D. Some Biologists are not outstanding teachers.
Choose the correct answer from the options given below:
Which of the following is contrary to the statement "No mammals are birds"?
If the statement "Some animals are birds" is given as false then which of the following statements can be immediately inferred to be false?
Which of the following propositions can be directly inferred from the statement - "All mammals are four-legged animals?
Which of the following statements are contradictory to each other?
A. All objects are perishable.
B. Some objects are not perishable.
C. Some objects are perishable.
D. No objects are perishable.
Choose the most appropriate answer from the options given below: