Concept:This is a circular arrangement problem where we need to place seven people relative to each other using given positional clues.
Explanation:Start by placing J at any position.
I sits fourth to the right of J, so I is placed 4 steps clockwise from J.
D sits third to the left of K, meaning D is 3 steps anticlockwise from K.
Only two people sit between B and C when counted from the left of B, so in clockwise order from B, there are exactly two people before C.
L is an immediate neighbour of both K and C, so L must be adjacent to K and also adjacent to C.
Arrange the positions systematically: using the clues, the only possible order around the circle is: B, D, K, L, C, I, J (clockwise).
Now count people between I and L from the left of L. "From the left of L" means moving anticlockwise (since they face centre, left is anticlockwise direction).
Starting at L and moving anticlockwise, we encounter: K, D, B, J – that's four people before reaching I.
Thus, there are four people between I and L when counted from the left of L.
Answer:Option D: Four
