Statements M ge P U lt K K lt A G J P lt U nb...........

Logical Reasoning(Master ) Coded inequality

Statements: M ≥ P, U < K, K < A, G = J, P < U, G > A

Conclusions: P < G J > K U < G

Only conclusion (I) follows

Both conclusions (I) and (II) follow

Only conclusion (II) follows

Either conclusion (I) or (II) follows

All the conclusions follow

Statements: M ≥ P, U < K, K < A, G = J, P < U, G > A

Conclusions: P < G J > K U < G

By combining all the statements, we get the following equation:
M ≥ P < U < K < A < G = J

For conclusion (I): P < G
Here, the common sign between P and G is '<'. Thus P < G.
Hence conclusion (I) follows.
For conclusion (II): J > K

Here, the common sign between K and J is '<'. Thus K < J or J > K.
Thus conclusion (II) follows.

For conclusion (III): U < G

Here, the common sign between U and G is '<'. Thus U < G.
Therefore conclusion (III) follows.

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