Question

In the question below there are four statements followed by three conclusions I, II and III. You have to take the four given statements to be true even if they seem to be at variance from commonly known facts and then decide which of the given conclusions logically follows from the four statements disregarding commonly known facts.

Statements:

Some states are towns.

No town is a village.

All villages are cities.

Conclusions:

I. Some towns are cities.

II. Some states are cities.

III. Some cities are villages.

Q: Statements: Some states are towns. No town is a village. All villages are cities. Conclusions: I. So

NotownisavillageEAllvillagesarecitiesASomecitiesarenottownsOHenceconclusionIdoesnotfollowSomestatesaretownsINotownisavillageESomestatesarenotvillagesOAllvillagesarecitiesANoconclusionHenceconclusionIIdoesnotfollowAllvillagesarecitiesAConversionSomecitiesarevillagesIHenceconclusionIIIfollows

A Only conclusion I and conclusion II follow.

B Only conclusion I follows

C Only conclusion II follows

D Only conclusion III follows

E None of the above

Practice Next

Question

Statements: Some states are towns. No town is a village. All villages are cities. Conclusions: I. Some towns are cities. II. Some states are cities. III. Some cities are villages.

Solution

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Statements:

Some states are towns.

No town is a village.

All villages are cities.

Conclusions:

I. Some towns are cities.

II. Some states are cities.

III. Some cities are villages.