Directions: In the given question, relationships between different elements are shown in the statements. The statements are followed by two conclusions. Select the appropriate answer based on the given statements.

Statements: P = Q > S = T ≥ V ≤ W; A > B ≥ S ≤ D < E

Conclusions:
I. B ≥ V
II. E > P

The correct answer is If only conclusion I is true.

Given Statements:
Statement 1: P = Q > S = T ≥ V ≤ W
Statement 2: A > B ≥ S ≤ D < E

Evaluating Conclusion I: B ≥ V

From Statement 2, we get the relationship between B and S:

$B\ge S$

From Statement 1, we get the relationship between S and V:

$S=T\ge V$

This implies:

$S\ge V$

Combining both statements through the common element S, we get:

$B\ge S\ge V$

Therefore, the relation between B and V is:

$B\ge V$

Hence, Conclusion I is true.

Evaluating Conclusion II: E > P

From Statement 2, the relationship between E and S is:

$S\le D<E$

This implies:

$E>S$

From Statement 1, the relationship between P and S is:

$P=Q>S$

This implies:

$P>S$

Since both E and P are greater than S ($E>S$ and $P>S$), a direct relation between E and P cannot be established.

Hence, Conclusion II is false.

Thus, only conclusion I is true.