Concept:
This is a linear arrangement (ordering) problem. We must carefully place books according to the given conditions step-by-step.
Step 1: Start with fixed position.
From statement (B):
\[
\text{Sociology is on top}
\]
So position 1:
\[
1^{st} \rightarrow \text{Sociology}
\]
Step 2: Use statement (C).
\[
\text{Accountancy is immediately below Education, and Education is immediately below Sociology}
\]
So arrangement becomes:
\[
1^{st} \rightarrow \text{Sociology}
\]
\[
2^{nd} \rightarrow \text{Education}
\]
\[
3^{rd} \rightarrow \text{Accountancy}
\]
Step 3: Use statement (D).
\[
\text{Economics is immediately above Psychology and not in the middle}
\]
Total books = 7 → middle position = 4
So Economics cannot be in position 4.
Thus possible pairs:
\[
(4,5), (5,6), (6,7)
\]
But since Economics is above Psychology, valid placement avoiding middle:
\[
5^{th} \rightarrow \text{Economics}
\]
\[
6^{th} \rightarrow \text{Psychology}
\]
Step 4: Use statement (E).
\[
\text{Hindi is immediately below Psychology}
\]
So:
\[
7^{th} \rightarrow \text{Hindi}
\]
Step 5: Fill remaining position.
Remaining book: English
Thus:
\[
4^{th} \rightarrow \text{English}
\]
Step 6: Final arrangement.
\[
\text{Sociology},\ \text{Education},\ \text{Accountancy},\ \text{English},\ \text{Economics},\ \text{Psychology},\ \text{Hindi}
\]
\[
\boxed{(2)}
\]