Statements J X le U gt Z M N ge U P ...........

Logical Reasoning(Master ) Coded inequality

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Statements: J = X ≤ U > Z, M = N ≥ U = P, L = O < N ≥ T

Conclusions: I. J < N, II. O > U

Only conclusion I follows.

Only conclusion II follows.

Both conclusions follow.

Either conclusion I or conclusion II follows.

Neither conclusion I nor II follows.

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Master Coded inequality

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Explanation:

Statements: J = X ≤ U > Z, M = N ≥ U = P, L = O < N ≥ T
Conclusions: J < N, O > U
For conclusion I: J < N
Combining statements I and II, we get:
J = X ≤ U ≤ N
Here, the common sign between J and N is ‘≤’ and the given conclusion is J < N. Hence, J < N does not follow.
For conclusion II: O > U
Combining statements II and III, we get:
O < N ≥ U
Here, we get opposite sign between O and U and the given conclusion is O > U, thus we cannot define any relation between O and U. Hence, O > U does not follow.