Statements P lt K le W lt H le B lt Y R ge Q ge B M T Conclusions I R gt P ...........

Logical Reasoning(Master ) Coded inequality

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Statements: P < K ≤ W < H ≤ B < Y, R ≥ Q ≥ B = M = T

Conclusions: I. R > P II. P < Q

Neither C1 nor C2 follows.

Only C1 follows.

Both C1 and C2 follow.

Only C2 follows.

Either C1 or C2 follows.

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Master Coded inequality

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Explanation:

Statements: P < K ≤ W < H ≤ B < Y, R ≥ Q ≥ B = M = T
Conclusions: I. R > P II. P < Q
Combining the equations to derive the relationships between R & P and P & Q, we get
P < K ≤ W < H ≤ B ≤ Q ≤ R .............. (i)
Moving from R to P we can observe that the common sign of inequalities between these two is of '>'. It confirms that R > P. Clearly, conclusion I follows.
Similarly, moving from P to Q, we can see that the common sign of inequalities between P and Q is of '<'. It confirms that P < Q. Clearly, conclusion II also follows.