NIMCET Syllogism Previous Year Questions (PYQs) – Page 3 of 4
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Showing 35 questions
Decide which of the give conclusions logically follow from from the given students(s) :
Statements:
All suns are moons.
Some moons are planets.
Conclusions :
I. All moons are suns.
II. At least some moons are planets.
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Solution
1.All chickens are birds.
2. Some chickens are hens.
3. Female birds lay eggs.
If the above three statements are facts, which of the following statement must also be a fact?
I. All birds lay eggs.
II. Hens are birds.
III. Some chickens are not hens.
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Solution
Statements:
No women teacher can play.
Some women teachers are athletes.
Conclusions:
I. Male athletes can play.
II. Some athletes can play.
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Solution
Statements:
All mangoes are golden in colour.
No golden-coloured things are cheap.
Conclusions:
I. All mangoes are cheap.
II. Golden-coloured mangoes are not cheap.
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Solution
Statements:
All young scientists are open-minded.
No open-minded men are superstitious.
Conclusions:
I. No scientist is superstitious.
II. No young people are superstitious.
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Solution
Decide which of the given conclusions logically follow from the given statement(s).
Statements :
Some codes are secrets.
All secrets are puzzles.
Conclusions :
I. All secrets being codes is a possibility.
II. Atleast some puzzles are codes.
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Solution
Decide
which of the given conclusions logically follow from the given statement(s).
Statements
:
Some
metals are alloys.
No
metal is a stone.
Conclusions
:
I.
No alloy is stone.
II.
Atleast some alloys are metals.
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Solution
Statements :
All mangoes are golden in colour.
No golden-coloured things are cheap.
Conclusions :
I) All mangoes are cheap.
II) Golden-coloured mangoes are not cheap.
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Solution
Decide which of the given conclusions logically follows from the given statement(s).
Statements :
All politicians are honest.
All honest are fair.
Conclusions :
I) Some honest are politicians
II) No honest is politician
III) Some fair are politicians
IV) All fair are politicians
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Solution
Consider the following statements followed by two conclusions.
Statements:
1. Some men are great.
2. Some men are wise
Conclusions:
1. Men are either great or wise.
2. Some men are neither great nor wise.
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Solution
Answer: Neither conclusion follows.
Reasoning:
From “Some men are great” and “Some men are wise,” we only know there exists at least one great man and at least one wise man (they may be the same or different).
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Conclusion 1 (“All men are great or wise”) is not guaranteed—there could be men who are neither.
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Conclusion 2 (“Some men are neither great nor wise”) is also not guaranteed—it's possible every man is in great or wise (or both).
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