Six friends – A, B, C, D, E and F are sitting in a circle facing centre. F is sitting immediate left of A and B is sitting opposite to E. A and D is sitting opposite to each other. Who is sitting opposite to F?
C
This question involves a common type of logical reasoning puzzle: a circular seating arrangement. Six friends are sitting in a circle, all facing the centre. We are given specific conditions about their positions relative to each other. Our goal is to deduce the full arrangement and find who is sitting opposite to F.
Let's build the arrangement step by step based on the given conditions. In a circle with six people, positions are directly opposite when there are two people between them on either side.
Based on our arrangement:
We have the opposite pairs:
This accounts for 4 friends. The remaining two friends are C and F. Since A is opposite D and B is opposite E, the only remaining pair of opposite positions must be occupied by C and F. Therefore, C must be sitting opposite to F.
| Friend | Opposite Friend |
|---|---|
| A | D |
| B | E |
| F | C |
The arrangement confirms that C is opposite to F.
Following the conditions for the circular seating arrangement, we determined the positions of all six friends. The friend sitting opposite to F is C.
| Concept | Description |
|---|---|
| Circular Arrangement | People are seated around a circle. Relative positions (left/right) depend on whether they face the centre or away. |
| Facing Centre | Left is clockwise movement, Right is anti-clockwise movement relative to the person. |
| Opposite Positions | In a circle of N people, two people are opposite if N/2 - 1 people are between them on each side. For 6 people, 6/2 - 1 = 2 people are between opposite friends. |
| Immediate Left/Right | The person directly next to someone on their left or right side. |
Seating arrangement puzzles are common in logical reasoning sections of exams. They can involve:
Solving these puzzles requires careful reading of conditions, drawing diagrams, and step-by-step deduction.
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