Statements C W le T V gt T gt L E le V I C gt G E Conclusions G ...........

Logical Reasoning(Master ) Coded inequality

Statements : C = W ≤ T , V > T > L , E ≤ V = I , C > G = E

Conclusions : G < T, C < I

Neither conclusion I nor conclusion II follows

Only conclusion II follows

Either conclusion I or conclusion II follows

Only conclusion I follows

Both the conclusions follow

Statements: C = W ≤ T , V > T > L , E ≤ V = I , C > G = E
Conclusions: G < T, C < I

For conclusion I: G < T
From statements I and IV, we get:
T ≥ W = C > G
Here, the common sign between T and G is '>'. Thus T > G or G < T.

Hence conclusion I follows.

For conclusion II: C < I

From statements I, II and III, we get:
C ≤ T < V = I
Here, we can see the common sign between C and I as '<', thus C < I.

Hence conclusion II follows.
Therefore both the conclusions follow.

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