Applications Of Logical Reasoning Set 4
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This set of Applications of Logical Reasoning Multiple Choice Questions & Answers (MCQs) focuses on Applications Of Logical Reasoning Set 4
Q1 | In the traditional square of opposition, if O is false, the truth value of A is ..
- true
- false
- undetermined
- none of the above
Q2 | In the traditional square of opposition, if O is false, the truth value of E is …
- true
- false
- undetermined
- none of the above
Q3 | In the traditional square of opposition, contraries cannot both be ……………..
- true
- false
- undetermined
- none of the above
Q4 | In the traditional square of opposition, sub-contraries cannot both be ………
- true
- false
- undetermined
- none of the above
Q5 | In the traditional square of opposition, state the relation between ‘Somescientists are religious’ and ‘ All scientists are religious’
- contradictories
- sub-contraries
- contraries
- sub-alterns
Q6 | In the traditional square of opposition, state the relation between ‘Somescientists are religious’ and ‘ No scientists are religious’
- contradictories
- sub-contraries
- contraries
- sub-alterns
Q7 | In the traditional square of opposition, state the relation between ‘Somescientists are religious’ and ‘ Some scientists are not religious’
- contradictories
- sub-contraries
- contraries
- sub-alterns
Q8 | In simple conversion, ………………………….
- quality changed
- quantity changed
- quality and quantity changed
- no change in quality and quantity
Q9 | In conversion by limitation, ………………………
- quality changed
- quantity changed
- quality and quantity changed
- no change in quality and quantity
Q10 | Conversion of A , ……………..
- simple conversion
- conversion by limitation
- no converse
- none of these
Q11 | Conversion of E, ……………..
- simple conversion
- conversion by limitation
- no converse
- none of these
Q12 | Conversion of I, ……………..
- simple conversion
- conversion by limitation
- no converse
- none of these
Q13 | Conversion of O, ……………..
- simple conversion
- conversion by limitation
- no converse
- none of these
Q14 | Converse of ‘All Indians are Asiatics’
- all asiatics are indians
- some asiatics are i ndians
- some indians are asiatics
- none of these
Q15 | Converse of ‘No Indians are Asiatics’
- all asiatics are indians
- some asiatics are indians
- some indians are asiatics
- no asiatics are indians
Q16 | Converse of ‘Some Indians are Asiatics’
- all asiatics are indians
- some asiatics are indians
- some indians are asiatics
- no asiatics are indians
Q17 | Obverse of ‘All Judges are lawyers’
- no judges are non-lawyers
- all judges are non-lawyers
- no lawyers are judges
- none of these
Q18 | Obverse of ‘No Judges are lawyers’
- no judges are non-lawyers
- all judges are non-lawyers
- no lawyers are judges
- none of these
Q19 | Obverse of ‘Some Judges are lawyers’
- no judges are non-lawyers
- some judges are not non-lawyers
- some lawyers are judges
- none of these
Q20 | Obverse of ‘Some Judges are not lawyers’
- some judges are non-lawyers
- all judges are non-lawyers
- some lawyers are non- judges
- none of these
Q21 | The converse of ‘No men are perfect’
- all men are non-perfect
- no perfect beings are men’
- some men ae not perfect
- some men are perfect
Q22 | The converse of ‘Some men are clever’
- some clever beings are men
- some non-clever beings are non-men
- some non-men are non-clever
- none of these
Q23 | The obverse of ‘ All men are mortal’
- no non-men are non-mortal
- no men are non-mortal
- some mortals are men
- none of these
Q24 | Identify the immediate inference- All metals are elements : therefore some elements are metals
- conversion
- obversion
- contraposition
- none of the above
Q25 | Identify the immediate inference- Some Indians are Hindus : therefore some Hindus are Indians
- conversion
- obversion
- contraposition
- none of the above