Statements U gt V C T lt M gt H X lt C lt T ...........

Logical Reasoning(Master ) Coded inequality

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Statements: U > V = C , T < M > H , X < C < T , U > C > Q

Conclusions: H < V, M > Q , U > X

None of the conclusions follow

Only conclusions I and III follow

Either conclusion I or II follows

Only conclusions II and III follow

All the conclusions follow

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Explanation:

Statements: U > V = C , T < M > H , X < C < T , U > C > Q
Conclusions: H < V, M > Q , U > X

For conclusion I: H < V
From statements I and III, we get:
V = C < T < M > H
Here, there are opposite sign between V and H. Thus no relationship can be established between them.
Hence conclusion I does not follow.
For conclusion II: M > Q

From statements II, III and IV, we get:
M > T > C > Q
Here, the common sign between M and Q is '>'. Thus M > Q.
Hence conclusion II follows.
For conclusion III: U > X
From statements I and III, we get:
U > C > X
Here, the common sign between U and X is '>'. Thus U > X.
Hence conclusion III follows.
Therefore conclusions II and III follow.