A, B, C, D, E, F, G, H and J are sitting around a circle facing the centre. C is third to the left of A. E is fourth to the right of A. D is fourth to the left of J, who is second to the right of A. F is third to the right of B. G is not an immediate neighbour of A. What is the H's position with respect to E?
To determine H's position with respect to E, let's organize the seating arrangement by following the clues step-by-step:
Position A: Let's start by placing A in any position because all positions are relative to A.
Position C: C is third to the left of A. Assuming clockwise rotation is the direction to the left (since they are facing the center), place C third to the left of A.
Position J: J is second to the right of A. So, place J accordingly.
Position D: D is fourth to the left of J. From J, count four positions in a counter-clockwise direction (since left is counter-clockwise) and place D.
Position E: E is fourth to the right of A. Place E accordingly by counting four spots clockwise from A.
Position F: F is third to the right of B. Initially, you may not have B's position, so tentatively consider B and then place F based on the earlier deductions.
Position G: G is not an immediate neighbour of A. Find a position for G that is not adjacent to A.
Position H: Finally, the only position left in the arrangement will be occupied by H.
After plugging in all these positions, identify the relative position of H concerning E:
Determine H's Position: From E, count three seats in a clockwise direction to reach to H. Hence, H is third to the left of E.
Thus, the answer is: Third to the left.
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