Who among the following lives just above the one who lives on the sixth floor?
From the given statement, H lives on even numbered floor but not on top even floor and does not shops in Trends and Peter England. We consider from 2 cases:          Two people live between H and A who shop in Woodland. A lives above 4th floor. B shops in Shopper store and lives on 6th floor. F lives just above H. One person lives between E and F who shops in Puma.     Case-1 Case-2
From the given statements, two persons live between G and the one who shops in Puma which is not possible in this case and case 2 is eliminated. Â Â Â On behalf of the remaining data I shops in Levis. The number of persons above G is same as below of the one who shops in Trends. More than four persons live between C, who shops in Reebok and E, who does not shop in Blueberry. Three persons live between the one who shops in Peter England and Blueberry and both of them live on even floors. We get our final arrangement from Case1. The final arrangement is following:Â Â
Read the given statements and conclusions carefully. Assuming that the information given in the statements is true, even if it appears to be at varianc...
Statements:Â Â Â Â Â Â Â
Some A are B
All C are E
No B is a D
Only a few E are A
Conclusions:
I) Some A are n...
Statements:
Only a few rats are rabbit.                                                   Â...
In the question below some statements are given followed by two conclusions I and II. You have to take the given statements to be true even if they see...
Statement:
Some boat is ship.
Only a few ships are rocket.
Only helicopters are rocket.
Only airplane is boat.     Â...
Statements: Some bricks are hotels.
All bananas are bricks.
No apple is a brick.
Some copies are bricks.
Conclusions: ...
Statements:
Only a few Cups are Saucer.
No Saucer is Spoon.
All Spoons are Plate.
Conclusions:
I) Some Plate are Saucer.
II) No Saucer is Plate.
Statement
Only a few Pumpkins are Apples
All Apples are Oranges
No Orange is a Pear
Conclusion
I. Some Pears ar...
Statements:
All Bars are Graphs.
Only a few Graphs are Lines.
All Lines are Tables.
Conclusions:
I. Some Bars are Lines
II. No Bar is a Line
Statements:Some whys are where’s.
All when’s are whys.
All where’s are who’s.
Conclusions:I. Some who&rsqu...