Combined Inequality: T > W > B ≥ I = L Decoded conclusion: I. B < T II. L ≤ B III. L < T T > W > B ≥ I = L T > B. Hence conclusion I is true . T > W > B ≥ I = L B ≥ L. Hence conclusion II is true . T > W > B ≥ I = L T > L. Hence conclusion III is true .
In which of the following expressions will the expression ‘S > Y’ and ‘R > Y be definitely true?
Statement: L ≥ X ≤ Z > Y ≤ A, Y = B ≥ C
Conclusion: I. C >A II. A ≥ C
...Statement: D < F; D ≥ E > G; I ≥ H > F
Conclusion:
I. G ≥ F
II. H ≥ D
Statements: L < K = N ≥ M = P ≥ O > J
Conclusions:
I. O ≤ N
II. K > P
III. L > M
Statements: P @ Q, Q $ R, R & S, S % T
Conclusions:
I. Q @ S
II. T & P
Statements: F > G = J ≤ I = L > M ≥ K = N
Conclusion
I: N < I
II: L ≥ G
Which of the following symbols respectively should replace the question marks in order to make the expression V ≥ M and X ≤ H definitely true?
...Statements: K ≥ N = I ≥ H ≤ U; B = S ≤ I
Conclusion: I. B < K II. B = K
...Statements: B > D > X > T ≤ N ≥ O = U
Conclusion
I: N > D
II: T > B
Statements: T = U, V < M, W ≥ T, U ≤ V
Conclusion:
I. U ≤ W
II. M > U
