Answer:
Option D
Explanation:
Clearly we have,
A @ B => A > B => A ≤ B
A # B =>A ≥ B
A & B =>A > B and A < B => A=B
A % B =>A < B
A * B => A < B and A ≠ B => A > B
Given statements K ≤ L, L < N , E ≥ N
I. Relation between K and E
K ≤ L , L < N , N ≤ E => K ≤ L < N ≤ E => K < E ie K % E
II. Relation between E and L
E ≥ N, N > L => E ≥ N > L => E > L ie E * L
III. Relation between N and K
N > L , L ≥ K => N > L ≥ K => N > K ie N * K
So, all I,II,III are true