Directions: In each of the following questions assuming the given statement to be true, find which of the conclusions among given conclusions is / are definitely true and then give your answers accordingly.

Statement: E < U > L > K ≤ T = H ≤ Q

Conclusions:

I. U > H

II. T ≤ Q

The correct option is Only Conclusion II follows.

Step-by-Step Analysis:

Given Statement:

$E<U>L>K\le T=H\le Q$

Analyzing Conclusion I: U > H

To check the relationship between $U$ and $H$, let us trace the path from $U$ to $H$ in the given statement:

$U>L>K\le T=H$

Between $U$ and $H$, we observe opposing inequality signs ($>$ and $\le$). When opposite signs appear between two variables, no definite relationship can be established between them. Therefore, Conclusion I does not follow.

Analyzing Conclusion II: T ≤ Q

To check the relationship between $T$ and $Q$, let us trace the path from $T$ to $Q$ in the given statement:

$T=H\le Q$

Combining these gives:

$T\le Q$

Thus, Conclusion II is definitely true and follows directly from the given statement.

Conclusion:

Only Conclusion II follows.