Statements X gt N Z G ge C lt D Y J le C lt I lt P A Q ne Y U ge V gt ...........

Logical Reasoning(Master ) Coded inequality

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Statements: X > N = Z = G ≥ C < D, Y = J ≤ C < I < P, A = Q ≠ Y = U ≥ V > B

Conclusions: I. V < N II. X > Y

Neither C1 nor C2 follows.

Only C1 follows.

Only C2 follows.

Both C1 and C2 follow.

Either C1 or C2 follows.

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Explanation:

Statements: X > N = Z = G ≥ C < D, Y = J ≤ C < I < P, A = Q ≠ Y = U ≥ V > B
Conclusions: I. V < N II. X > Y
Combining equations to find the relationship between V and N, we get
V ≤ U = Y = J ≤ C ≤ G = Z = N
Here, the common sign of inequalities between V and N is of '≤' and the given conclusion is V < N. Hence, C1 doesn't follow.
Similarly, combining equations to find the relationship between X and Y, we get
X > N = Z = G ≥ C ≥ J = Y
Here, the common sign between X and Y is of '>' and the conclusion is X > Y. Hence C2, follows.