Verbal Reasoning - Seating Arrangement - Discussion
Discussion Forum : Seating Arrangement - Seating Arrangement 2 (Q.No. 1)
Directions to Solve
P, Q, R, S, T, U, V and W are sitting round the circle and are facing the centre:
- P is second to the right of T who is the neighbour of R and V.
- S is not the neighbour of P.
- V is the neighbour of U.
- Q is not between S and W. W is not between U and S.
1.
Which two of the following are not neighbours ?
Answer: Option
Explanation:
Discussion:
82 comments Page 1 of 9.
SAI KIRAN SEELAM said:
1 month ago
There are two possibilities with the given conditions.
One is PRTVUSWQ and the second is PRTVUQSW.
So, 1 and 3 questions in this scenario will have different answers.
One is PRTVUSWQ and the second is PRTVUQSW.
So, 1 and 3 questions in this scenario will have different answers.
(2)
Vinna said:
6 months ago
P-R-T-Q-W-S-U-V is the correct order.
(2)
Dharshini said:
8 months ago
TRPVUSWQ is the correct order.
(4)
Ani said:
1 year ago
There are 2 possibilities of arrangement;
1. TRPWSQUV.
2. TRPQWSUV.
1. TRPWSQUV.
2. TRPQWSUV.
(36)
Nirma Sharma said:
2 years ago
If are getting two options as the answer, that means either it has another arrangement or the question is wrong.
So, check for other possible arrangements until you get only one option as an answer.
So, check for other possible arrangements until you get only one option as an answer.
(6)
Ushasrigogula said:
3 years ago
PRSTWQUV match's all conditions.
(6)
Deviya said:
3 years ago
I think the last statement of this question should be "Q is not between S and U. W is not between U and S".
Anyone, please clarify this clearly.
Anyone, please clarify this clearly.
(22)
Mukul said:
3 years ago
Anyone, please explain the right answer.
Vijay said:
3 years ago
Between Q and W, S is present. So, I think that answer is Q and W.
(2)
Suhani said:
4 years ago
If we are sorted with the above statements.
The last statement means.
QSW or QWS.
WUS or WSU.
Which in accordance with the above statements gives the only combination QWSU.
The last statement means.
QSW or QWS.
WUS or WSU.
Which in accordance with the above statements gives the only combination QWSU.
(3)
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