Statements X ge E C lt D K le E lt H G F ge D gt N le J Conclusions E ...........

Logical Reasoning(Master ) Coded inequality

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Statements: X ≥ E = C < D, K ≤ E < H = G, F ≥ D > N ≤ J

Conclusions: E > F X < G

if only conclusion I is true.

if only conclusion II is true.

if either conclusion I or II is true.

if neither conclusion I nor II is true.

if both conclusion I and II are true.

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Master Coded inequality

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Explanation:

Statements: X ≥ E = C < D, K ≤ E < H = G, F ≥ D > N ≤ J
Conclusions: E > F X < G
Combining both equations I and II to find the relation between E and F we get:
E = C < D ≤ F
Clearly we can see that common sign of inequalities between E and F is of '<' and the given conclusion is E > F. Hence, C1 does not follow.
To find the relation between X and G we need not to combine the equations but have a glance on:
X ≥ E
Clearly we can see that X is '≥' in comparison to rest of the letters whereas in the conclusion C2 'X