MEDIUM
UGC NET Paper 1
IMPORTANT
Earn 100

Given below are two premises. Four conclusions are drawn from those two premises in four codes. Select the code that states the conclusion validly drawn.
Premises: (i) All saints are religious, (major) (ii) Some honest persons are saints, (minor).
Codes:
(a)All saints are honest.
(b)Some saints are honest.
(c)Some honest persons are religious.
(d)All religious persons are honest.

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Important Questions on Logical Reasoning
EASY
UGC NET Paper 1
IMPORTANT
A deductive argument can not be valid:

MEDIUM
UGC NET Paper 1
IMPORTANT
An analogical argument is strengthened by:

MEDIUM
UGC NET Paper 1
IMPORTANT
If two propositions cannot both be false but may both be true, what is the relation between the two propositions?

MEDIUM
UGC NET Paper 1
IMPORTANT
What is the equivalent of the statement 'all atheists are pessimists '?

MEDIUM
UGC NET Paper 1
IMPORTANT
A definition put forward to resolve a dispute by influencing attitudes or stirring emotions is called:

MEDIUM
UGC NET Paper 1
IMPORTANT
Which of the codes given below contains only the correct statements?
Statements :
(i) Venn diagram is a straightforward method of notation.
(ii) Venn diagram is the most direct method of testing the validity of categorical syllogisms.
(iii)In the Venn diagram method, a categorical syllogism's premises and conclusion are diagrammed.
(iv)In the Venn diagram method, the three overlapping circles are drawn for testing a categorical syllogism.
Codes:

MEDIUM
UGC NET Paper 1
IMPORTANT
Inductive reasoning presupposes:

MEDIUM
UGC NET Paper 1
IMPORTANT
If the statement 'some men are honest' is false, which among the following statements will be true. Choose the correct code given below:
(1) All men are honest.
(2) No men are honest.
(3) Some men are not honest.
(4) All men are dishonest.
