Statements R gt I N gt P Y ge R gt K N le E lt Z Conclusions K gt I nb...........

Logical Reasoning(Master ) Coded inequality

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Statements: R > I = N > P Y ≥ R > K N ≤ E < Z

Conclusions: K > I, I < Z

Only conclusion II follows.

Only conclusion I follows.

Both conclusion I and II follow.

Neither conclusion I nor conclusion II follows.

Either conclusion I or conclusion II follows.

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Master Coded inequality

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Explanation:

Statements: R > I = N > P Y ≥ R > K N ≤ E < Z
Conclusions: K > I, I < Z

For conclusion I: K > I
From the statements I and II, we get:
I < R > K
Here, the signs on inequalities between I and R are getting reversed. Conclusion I hence doesn't follow.
For conclusion II: I < Z
Combining statements I and III, we get:
I = N ≤ E < Z
Here, the common sign between I and Z is ‘<’ and the given conclusion is also I < Z. Hence, conclusion II follows.
Hence, the correct answer is would be ‘Only conclusion II follows’.