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Six persons namely A, B, C, D, E and F are standing in a queue to get a train ticket in a railway station. A is standing between E and F. F is ahead of B and E is standing behind D. C is standing behind B. Due to closing time at the ticket counter, they will give tickets only to the first four persons. Who will not get the tickets?

Six persons namely A, B, C, D, E and F are standing in a queue to get a train ticket in a railway station. A is standing between E and F. F is ahead of B and E is standing behind D. C is standing behind B. Due to closing time at the ticket counter, they will give tickets only to the first four persons. Who will not get the tickets? Correct Answer B and C

1) A is standing between E and F. So we have two cases:

E > A > F OR F > A > E

2) F is ahead of B and E is standing behind D. So, the second possibility gets eliminated.

D > E > A > F > B

3) C is standing behind B.

Thus the final queue becomes: D > E > A > F > B > C

The last two will not get tickets as per the question. Thus the persons not getting the tickets are B and C.

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