Statements: P = J = W; W ≥ Y < Q; Q < Z = L
Conclusions:
I. W ≥ Z
II. W < Z
Given statement: P = J = W; W ≥ Y < Q; Q < Z = L On combining: P = J = W ≥ Y < Q < Z = L Conclusion: I. W ≥ Z → False (as W ≥ Y < Q < Z) thus clear relation between W and Z cannot be determined II. W < Z → False (as W ≥ Y < Q < Z) thus clear relation between W and Z cannot be determined Conclusions I and II forms complementary pairs. Hence, either I or II follows
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