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We have: One who likes Banana sits third from right end. Only three person sits between C and one who likes Banana, that means C sits at extreme left end. E, who doesn’t sit neighbor of one who likes Banana, sits second to left of one who likes Papaya. E likes Litchi, that means E sits second from left end. Only two person sits between D and one who likes Papaya, that D sits at extreme right end. Based on above given information we have: Clearly, we don’t know exact position one who likes Grapes. Hence, statement I is not sufficient. From II: We have: Only two person sits between D and G, who sits with one who likes Mango, that means G likes Papaya. Only one person sits between one who likes Mango and one who likes Guava, that means C likes Guava. Based on above given information we have:
Clearly, we don’t know exact position one who likes Grapes. Hence, statement II is not sufficient. From I and II: After combining statement I and II we have:
Clearly, one person sits immediate right of one who likes Grapes. Hence, statement I and II together sufficient.
Statements:Some fishes are octopus.
All octopuses are crocodiles.
Some crocodiles are families.
Conclusions:I. some crocodiles are ...
Statements:
No parrot is an eagle.
Some eagles are hens.
Conclusions:
I. Some parrots are not hens.
II. ...
Statements:
Only a few spiders are insects.
All insects are ant.
Some ant are pesticides.
Only a few pesticides are bees.
Statements:
Some medals are sports.
All the sports are games.
Conclusions:
I. Some medals are games.
II. No sport is medal
Statements: Some pins are mirrors.
All mirrors are boxes.
Conclusions:I. Some boxes are pins.
II. Some boxes are mirrors.
Statements:
No cabin is a room.
All rooms are houses.
No house is a flat.
Some flats are apartments.
Conc...
Which of the following statements is/are true regarding K?
Which of the following box was placed at a gap of two boxes from 5 star chocolate box?
Statement
Only a few A is B
No B is C
Some C is D
Conclusion
I) All A can never be C
II) All B c...
Statements:
All districts are towns.
No town is a city.
All cities are centres.
Conclusion:
I. Some towns are dis...