Essential Of Formal Logic Set 3
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This set of Essential of Formal Logic Multiple Choice Questions & Answers (MCQs) focuses on Essential Of Formal Logic Set 3
Q1 | Both premises and conclusion of an argument are _______.
- commands
- propositions
- exclamations
- questions.
Q2 | The two kinds of propositions are
- connotative – denotative
- abstract – concrete
- categorical – conditional
- good – bad
Q3 | The sign of relation between two terms is called a ________.
- subject
- predicate
- object
- copula
Q4 | Denotation is the same as _______.
- extension
- intension
- value
- meaning
Q5 | The function of suggesting qualities possessed by the objects is known as _______.
- evaluating
- denoting
- connoting
- meaning
Q6 | Connotation is the same as _______.
- intension
- extension
- value
- meaning
Q7 | In a categorical proposition the predicate is either affirmed or denied _______ of the subject
- unconditionally
- conditionally
- emotionally
- fallaciously
Q8 | The proposition “if you work hard you will succeed “ – is an example for _______ proposition.
- categorical
- conditional
- negative
- emotive
Q9 | A disjunctive proposition is ________ proposition.
- conditional
- unconditional
- categorical
- imperative.
Q10 | Affirmative or Negative is the classification of propositions on the basis of _________.
- quantity
- quality
- validity
- truth.
Q11 | Universal or Particular is the classification of the propositions on the basis of _______.
- quantity
- quality
- validity
- truth.
Q12 | The quantity of a proposition is determined by the __________ of the subject.
- intension
- extension
- quality
- predicate.
Q13 | A proposition in which the predicate refers to all individual objects denoted by the subject is called
- particular
- negative
- disjunctive
- universal.
Q14 | A proposition in which the predicate belongs only to a part of the denotation of the subject is called
- particular
- negative
- disjunctive
- universal.
Q15 | Individual propositions are to be regarded as___________.
- universal
- particular
- negative
- fallacy.
Q16 | That proposition in which the quantity of the subject is not stated clearly but left vague is called______________.
- dilemma
- fallacy
- indefinite
- false.
Q17 | The proposition: “ All men are mortal.”- is an example for____________ proposition.
- universal affirmative
- universal negative
- particular affirmative
- particular negative.
Q18 | The proposition: “ No men are perfect”.- is an example for __________ proposition.
- universal affirmative
- universal negative
- particular affirmative
- particular negative.
Q19 | The proposition: “ Some flowers are red “ – is an example for _________ proposition.
- universal affirmative
- universal negative
- particular affirmative
- particular negative.
Q20 | The proposition: “ Some Indians are not religious”- is an example for ______ proposition.
- universal affirmative
- universal negative
- particular affirmative
- particular negative.
Q21 | When a term is used in its entire extent referring to to the objects denoted by the term, that term is said to be___________.
- undistributed
- excluded
- distributed
- verified.
Q22 | When a term refers only to part the class of things denoted by the term, that term is said to be____________.
- undistributed
- unexcluded
- distributed
- verified.
Q23 | Universal affirmative proposition distributes _________.
- subject
- predicate
- both subject and predicate
- neither subject nor predicate.
Q24 | Universal negative proposition distributes___________.
- subject
- predicate
- both subject and predicate
- neither subject nor predicate.
Q25 | Particular affirmative proposition distributes _________.
- subject
- predicate
- both subject and predicate
- neither subject nor predicate.