1 Answers
Option 2 : C > A = B > D = E < F < G
Given Expression: ‘E ≤ A’ and ‘G > D’
1) A > B = C > D = E < F < G → False (as A > B = C > D = E → A > E)
2) C > A = B > D = E < F < G → True (as A = B > D = E → A > E and D = E < F < G → G > D)
3) G > F > E = C < D = A < B → because clear relation cannot be determined, hence false.
4) A > C = B > D > E < F < G → because clear relation cannot be determined, hence false.
Thus, only expression 2 is true.
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