Statement:
O ≤ P >K ≤ L; W ≤ X = K > R; Q > L
Conclusion:
I) W < L
II) L = W
Given statement: O ≤ P > K ≤ L; W ≤ X = K > R; Q > L On combining: W ≤ X = K ≤ L < Q Conclusion: I) W < L → false (as W ≤ X = K ≤ L → W ≤ L) II) L = W → false (as W ≤ X = K ≤ L → W ≤ L) Here, conclusions I and II form a complementary pair, thus, either I or II is true.