Statements: A > C ≥ B = D ≤ F < S; G ≥ B = E ≤ H > I

Conclusions: I. H ≥ F
II. E < S

In these questions, the relationship between different elements is shown in the statements. The statements are followed by conclusions. Study the conclusions based on the given statements and select the appropriate answer:

The correct answer is If only conclusion II is true.

Step-by-Step Explanation:

Given Statements:

1. $A>C\ge B=D\le F<S$

2. $G\ge B=E\le H>I$

Evaluating Conclusion I: $H\ge F$

To check the relationship between $H$ and $F$, we combine the relevant parts of the statements using the common element $B$:

From statement 1, we have: $B=D\le F$, which means $B\le F$.

From statement 2, we have: $B=E\le H$, which means $B\le H$ or $H\ge B$.

Connecting $H$ to $F$ through $B$: $H\ge B\le F$.

Since the inequality signs between $H$ and $F$ are in opposite directions ($\ge$ and $\le$), no definite relation can be established between $H$ and $F$.

Therefore, Conclusion I is false.

Evaluating Conclusion II: $E<S$

To check the relationship between $E$ and $S$, we combine the relevant parts using the common element $B$:

From statement 1, we have: $B=D\le F<S$, which simplifies to $B<S$.

From statement 2, we have: $B=E$.

Substituting $E$ for $B$ in the relationship $B<S$ gives: $E<S$.

Therefore, Conclusion II is true.

Hence, only Conclusion II is true.