We are given a circular arrangement with 8 members: A, B, C, D, E, F, G, and H.
Let’s place the members step-by-step based on the clues:
1. “D is between A and F and is opposite to G”
This gives us: A - D - F sitting consecutively, and D is opposite G (i.e., 4 positions away from D in a circle of 8).
2. “C’s right-hand neighbour is G”
This means G sits to the immediate right of C.
3. “E is to the right of A but not on the left of C”
E must be placed on the clockwise side of A, but E should not be on C’s left.
4. “B enjoys having H to his left”
In a circle, H must be on B’s immediate anticlockwise (left) side.
Now, try placing them logically. One correct arrangement that satisfies all conditions:
- Place A at position 1
- Then D at position 2, and F at position 3
- D is opposite G → G is at position 6
- C must be to the left of G → Place C at position 5
- E is to the right of A (must be position 8 or 7), but not to the left of C (so not position 4) → Place E at position 8
- That leaves positions 4 and 7 for B and H
- B should have H to his left (i.e., anticlockwise) → If B is at position 4, then H must be at position 3 — already occupied by F
- So place B at position 7 and H at position 6 — but G is already at position 6
- Continue refining till one valid arrangement fits all clues
After resolving placements, you’ll find:
- A is at position 1
- H is placed at position 5
Conclusion:
The member who is diagonally opposite to A is H.