Statements T gt K gt Y J le K G I gt C ge G M le I lt N Conc...........

Logical Reasoning(Master ) Coded inequality

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Statements: T > K > Y , J ≤ K = G , I > C ≥ G , M ≤ I < N

Conclusions: N > K , C ≤ T, M < J

Both conclusions II and III follow

Either conclusion I or III follows

Only conclusion I follows

None of the conclusions follows

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Master Coded inequality

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Explanation:

Statements: T > K > Y , J ≤ K = G , I > C ≥ G , M ≤ I < N
Conclusions: N > K , C ≤ T, M < J

For Conclusion I: N > K
From statements II, III and IV, we get:
N > I > C ≥ G = K
Here, the common sign between N and K is '>'. Thus N > K.
Hence conclusion I follows.

For Conclusion II: C ≤ T
From statements I, II and III, we get:
C ≥ G = K < T
Here, we can see the opposite sign between C and T , thus no relationship can be established between them.
Hence conclusion II does not follow.
For Conclusion III: M < J

From statements II, III and IV, we get:
M ≤ I > C ≥ G = K ≥ J

Here, we can see the opposite sign between M and J, thus no relationship can be established between them.
Hence conclusion III does not follow.
Therefore only conclusion I follows.