Read the following information and answer the two items that follow.
Who among the following is a neighbour of S and R?
Q
This question involves a circular seating arrangement puzzle with seven friends: P, Q, R, S, T, U, and V. They are all sitting around a circle and facing the center. We need to use the given clues to determine their exact positions and then answer the specific question about the neighbours of S and R.
Let's break down the information provided:
Let's build the arrangement based on the clues:
We can start with Clue 2, which relates S and R spatially. R is second to the right of S. In a circle of 7 people, being second to the right means there is exactly one person between S and R when moving right from S.
Let's represent the positions in a circle. We can arbitrarily place S at a position to start.
| Position (Clockwise) | Person |
|---|---|
| 1 | S |
| 2 | ? |
| 3 | R (2nd right of S) |
| 4 | ? |
| 5 | ? |
| 6 | ? |
| 7 | ? |
Next, Clue 2 also says R is between Q and U. This means Q and U must be the immediate neighbours of R. Looking at our table, the neighbours of R (at position 3) are the people at position 2 and position 4.
| Position (Clockwise) | Person |
|---|---|
| 1 | S |
| 2 | Q or U |
| 3 | R |
| 4 | U or Q |
| 5 | ? |
| 6 | ? |
| 7 | ? |
Now consider Clue 1: P is between V and S. This means V and S are neighbours of P. In our table, S is at position 1. Its neighbours are at positions 7 and 2. Since the person at position 2 is either Q or U (from Clue 2), P must be the person at position 7, and V must be its other neighbour, which is at position 6 (since S is at 1 and is one neighbour of P at 7).
| Position (Clockwise) | Person |
|---|---|
| 1 | S |
| 2 | Q or U |
| 3 | R |
| 4 | U or Q |
| 5 | ? (Remaining Person) |
| 6 | V (Neighbour of P) |
| 7 | P (Between V and S) |
We have placed S, R, P, V, and narrowed down positions 2 and 4 to Q and U. The only remaining person is T, who must occupy the only remaining position, which is position 5.
| Position (Clockwise) | Person |
|---|---|
| 1 | S |
| 2 | Q or U |
| 3 | R |
| 4 | U or Q |
| 5 | T |
| 6 | V |
| 7 | P |
Finally, let's use Clue 3: Q is not a neighbour of T. T is at position 5. Its neighbours are at positions 4 and 6. Position 6 is V. Position 4 is either U or Q. Since Q is not a neighbour of T, Q cannot be at position 4. Therefore, U must be at position 4, and Q must be at position 2.
The final confirmed arrangement (clockwise from position 1) is:
| Position (Clockwise) | Person |
|---|---|
| 1 | S |
| 2 | Q |
| 3 | R |
| 4 | U |
| 5 | T |
| 6 | V |
| 7 | P |
The complete arrangement around the circle is S-Q-R-U-T-V-P-S (clockwise).
The question asks: Who among the following is a neighbour of S and R?
This is asking for the person who is sitting immediately between S and R in the circle.
Looking at our final arrangement S-Q-R-U-T-V-P-S:
The person who is a common neighbour to both S and R is the one directly between them. Based on the arrangement, that person is Q.
Let's check the options provided:
The person who is a neighbour of both S and R is Q.
| Clue | Deduction/Arrangement Step |
|---|---|
| R is 2nd right of S | One person between S and R (in right direction). |
| R is between Q and U | Q and U are neighbours of R. |
| P is between V and S | V and S are neighbours of P. |
| Combining S-R and P-V-S | Established relative positions, leading to P at pos 7, V at pos 6, T at pos 5. |
| Q is not neighbour of T | Used to resolve Q/U ambiguity at pos 2 and 4. Q must be at pos 2. |
| Final Check | Verified all conditions with S-Q-R-U-T-V-P arrangement. |
Solving seating arrangement puzzles requires careful reading and systematic deduction. Here are some tips:
Understanding the terminology like "to the right/left," "opposite," and "between" is crucial for these types of logical reasoning problems.
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