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Given statements: J < K; L = M; K > N ≥ L On combining: K > N ≥ L = M; J < K Conclusions: I. J < L → False (as J < K, K > N and N ≥ L → there is no clear relation between J and L) II. N = M → False (as N ≥ L = M → N ≥ M) Hence, none of the given conclusion is true.
Statements : All springs are winters.
All winters are summers.
No summer is a rain.
Some rains are autumn.
Concl...
Statement:
At-least some J are K.
Only L are K.
Only M are J.
Few M are N.
Conclusion :
1. Some M are L.
In the question below some statements are given followed by three conclusions I, II and III. You have to take the given statements to be true even if t...
Statements:
Only a few Wire are Cable.
Some Cable are Line.
All Wire are Socket.
Conclusions:
I. Some Cable are Wi...
. Statements:
No ring is a diamond
All diamonds are pearl
Some bangle are pearl
Conclusions:
I. Some Bangle...
. In the questions given below there are three statements followed by three conclusions I, II and III. You have to take the three given statements to ...
Statement:
All beds are cupboards.
Some beds are tables.
Some tables are pillows.
Conclusion:
I. Some cupboards are...
Statements:
Some creams are butters.
Some butters are cakes.
No cake is a bread.
Conclusion:
I. Somecakes may not...
Statements:
Some guests are hosts
All hosts are invitations
No invitation is a decoration
Conclusion :
I. Some g...
Statements:
Only a few Towels are Showers.
All Showers are Garments.
No Garment is a Material.
Conclusions:
I. ...