Eight friends A, B, C, D, E, F, G and H are sitting around a circular table, all facing towards the center. Only B is between H and D. Only C is between H and E. E is fourth to the right of D. B is third to the right of E. Only F is between G and A. G is not adjacent to D. Who is sitting second to right of B?
A
This problem involves arranging eight friends around a circular table based on several clues. Everyone is facing the center of the table. Circular arrangement problems require careful step-by-step deduction to correctly place individuals relative to each other.
Let's analyze each statement to build the seating arrangement:
Let's use the strong positional clues first to build the structure:
| Position | Friend |
|---|---|
| 1 | D |
| 2 | A |
| 3 | F |
| 4 | G |
| 5 | E |
| 6 | C |
| 7 | H |
| 8 | B |
Now that we have the final arrangement, we can answer the question.
B is at Position 8.
Therefore, A is sitting second to the right of B.
| Steps Right of B | Position | Friend |
|---|---|---|
| 1st Right | 1 | D |
| 2nd Right | 2 | A |
| Clue | Deduction |
|---|---|
| E is fourth to the right of D | D and E are opposite. If D is at 1, E is at 5. |
| B is third to the right of E | If E is at 5, B is at 8. |
| Only B is between H and D | Given D(1) and B(8), H must be adjacent to B and D. H is at 7. Sequence H-B-D. |
| Only C is between H and E | Given H(7) and E(5), C must be adjacent to H and E. C is at 6. Sequence H-C-E. |
| Only F is between G and A | A, F, G are consecutive in the remaining slots (2, 3, 4). Sequence A-F-G or G-F-A. |
| G is not adjacent to D | D is at 1, adjacent slots are 2 and 8. G cannot be at 2. |
| Combining A-F-G/G-F-A and G <not adjacent to D> | Sequence A-F-G fills slots 2, 3, 4. A at 2, F at 3, G at 4. This respects G not being at 2. |
| Final Arrangement | D(1), A(2), F(3), G(4), E(5), C(6), H(7), B(8) clockwise. |
Seating arrangement puzzles are common in logical reasoning sections of competitive exams. Mastering these requires understanding directional relationships (left/right) in circular or linear setups and combining multiple constraints systematically.
Practice with different numbers of people and varying constraints helps improve speed and accuracy in solving these logical reasoning problems.
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