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Question :

Directions : Six persons - P, Q, R, S, T and U have different heights.

Atleast three persons are shorter than Q. The number of persons shorter than U is equal to the number of persons taller than T. Q and S are shorter than T. Two persons have different heights between P and S. Neither P nor R is the shortest person. R is shorter than P.

If T is related to P; Q is related to R; in the same way who among the following is related to U?

1. S

2. R

3. Q

4. T

5. P

Correct Answer : 1
Solution :

Six persons - P, Q, R, S, T and U have different heights.

Atleast three persons are shorter than Q.

Case 1Case 2Case 3
Sr. noHeights (descending order)Heights (descending order)Heights (descending order)
1Q
2Q
3Q
4
5
6

The number of persons shorter than U is equal to the number of persons taller than T.

Q and S are shorter than T. Thus, case 3 is invalid.

Case 1Case 1aCase 2
Sr. noHeights (descending order)Heights (descending order)Heights (descending order)
1TT
2TQ
3QQ
4
5U
6UU

Two persons have different heights between P and S. Thus, case 2 is invalid.

Case 1Case 1a
Sr. noHeights (descending order)Heights (descending order)
1TP
2P/ST
3QQ
4S
5P/SU
6U

Neither P nor R is the shortest person. Thus, case 1a is invalid.

R is shorter than P.

Therefore, the final arrangement is:

Sr. noHeights (descending order)
1T
2P
3Q
4R
5S
6U

T is immediate taller than P. Q is immediate taller than R. In the same way, S is immediate taller than U.

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