In each question below are statements followed by two conclusions numbered I and II You have to take the two 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 given statements disregarding commonly known facts ?
Give answer
(a)If only Conclusion I follows
(b)If only Conclusion II follows
(c)If either Conclusion I or II follows
(d)If neither Conclusion I nor II follows
(e)If both Conclusions I and II follow
Statements No holiday is vacations Some vacations are trips
Conclusion
I.No trip is a holiday
II.Some holidays are definitely not trips
The data can be intrepreted in Venn diagram form as:
Now, conclusions are:
I.No trip is a holiday. There might be intersections between the two sets.
II.Some holidays are definitely not trips. This is a wrong consclusion as it is a possibility of two sets i.e Holidays and Trips intersecting.
Therefore, the conclusion I and II do not follow.
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