Directions: In the following question, relationships between different elements are shown in the statements. Read the statements carefully and determine which of the given conclusions logically follows from them.

Statement:
A ≥ B = C ≥ D > E

Conclusions:
I. A > D
II. A = D

The correct answer is If either conclusion I or II is true.

Given Statement:
$A\ge B=C\ge D>E$

Analysis of Conclusions:

To determine the relation between $A$ and $D$, we combine the statements from $A$ to $D$:
$A\ge B=C\ge D$

Simplifying this combined relationship yields:
$A\ge D$

The relationship $A\ge D$ implies two distinct possibilities:
1. $A>D$
2. $A=D$

Now, let us evaluate the given conclusions:
1. Conclusion I: $A>D$ (Is possible, but not definitely true on its own).
2. Conclusion II: $A=D$ (Is possible, but not definitely true on its own).

Since both conclusions together cover all possible cases of the derived relation $A\ge D$, either Conclusion I or Conclusion II must be true.

Hence, either conclusion I or II is true.