Statements: Q > R ≥ V = U ≤ W > S = T ≤ X
Conclusion
I: X ≤ V
II: X > V
Q > R ≥ V = U ≤ W > S = T ≤ X No relationship can be established between X and V but it will make a complementary pair. Hence either conclusion I or II is true.
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