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Logical Reasoning | Mathematical Inequalities

Coded Inequalities
Statements: M < Q > N ≤ Z < T, R > L < Y > M; Conclusions: I. Q > L II. N > Y
Statements: - A > S ≥ D = F; G < H ≥ J > K; Q ≤ W > F ≥ R; X = C > H < Q Conclusions a.  S > C b.  K < Q c.   D = H d.  J ≥ W
Statement:- A ≥ B > C = D > E; F > B; Z < D; M > A Conclusions a.      M > Z b.      M = Z c.      Z > C d.      B = D    
Statements:  A ≥ B > C ≥ M; C > D; D < M; A ≤ N Conclusions: i) D > B ii) A < C iii) M ≥ C iv) B > A
Statements: M ≥ N = P; R ≥ M; P = L; L > O Conclusions: i) M > O ii) R = M iii) P > O iv) P > R
Statements: P > V ≥ R = U > Q; T < V; W > P; V = R Conclusions: i) V > Q ii) P < W iii) U > V iv) Q > T
Statements followed by some conclusions are given below. Statements: O ≤ P < Q, A > B ≤ C, X = O > C Conclusions: I. A > X  II.C ≤ A  III.Q > B  IV. A ≤ O  V. A < C 
Statements followed by some conclusions are given below. Statement: Z = Y ≥ T > D < C = A ≤ H = G  ≤  J   Conclusions: I. Y < C  II. Z ≥ C  III. A ≤ J  Iv. J = Y 
Statements followed by some conclusions are given below. Statement: M = N > O, P < Q < W > Y, Y = E = N , Q < R Conclusions: I. Q < E  II. R < P  III. R > Y  IV. E ≤  Q 
Statements followed by some conclusions are given below. Statement: A < B = C, F ≤ G < T, G = H > I, I ≥ F ≤ K Conclusions: I. I < K  II. T > F  III. A > F  IV. I ≥ K  V. F ≥ A
The symbols @, ©, #, $ and ⋆ are used with the following meaning illustrated. X @ Y → X is not greater than Y, X © Y → X is neither smaller than nor equal to Y, X # Y → X is neither greater than nor smaller than Y, X $ Y → X is not smaller than Y, X * Y → X is neither equal to nor greater than Y. Statements: A # B $ C * D, C * E $ F, D * F, E @ J Conclusion: I. J © C II. F * J
If X + Y > P + Q and Y + P > X + Q, then it is definite that
If ‘G*H means ‘add G to H’, G%H means ’G is subtracted from H’, [email protected] means G divides H and G&H means ‘multiply G by H’; if two cars were purchased at P rupees each and one of them was sold for Q rupees and the other one for R rupees, where Q is greater than P and R is less than P, what is the profit made by the person who purchased the cars?
A number is twice the other number. When the larger number is subtracted from 50, the result is 2 more than when the smaller number is subtracted from 40. The smaller number is:
In this question, relationship between different elements is shown in the statement. This statement is followed by three conclusions. Assume the given statement to be true and choose the answer from the given options: Statement: B < R > I ≥ M = D > E Conclusions: i) B < M ii) I > E iii) R > D
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