Which of the following expression is definitely true if the given expression 'A > K' and 'P ≤ L' are to be definitely true?

Which of the following expression is definitely true if the given expression 'A > K' and 'P ≤ L' are to be definitely true? Correct Answer A > B ≥ C > K < L ≥ P

Given Expression: 'A > K' and 'P ≤ L':

1) A > B ≥ C > P < L < K → False (because no clear relationship is determined between A and K)

2) A ≥ B < K < C > P ≤ L → False (because no clear relationship is determined between A and K)

3) A > B ≥ C > K < L ≥ P → True (A > B ≥ C > K → A > K and K < L ≥ P → L ≥ P)

4) A ≥ B < K ≤ C = P ≤ L → False (because no clear relationship is determined between A and K)

5) A = B < K ≤ C < P = L → False (A = B < K → A < K and C < P = L → P = L)

Hence, only A > B ≥ C > K < L ≥ P is true.