In the word **BONAFIDE**, how many pairs of letters have the same number of letters between them (considering both forward and backward directions) as in the alphabetical series?

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**Solution:**

1. Write down the word: **B O N A F I D E** with their positions:
   - B (2), O (15), N (14), A (1), F (6), I (9), D (4), E (5)

2. Check pairs of letters and count the number of letters between them in the word (forward and backward):
   - For example, between B and O in the word, count letters between them.

3. Compare this count with the number of letters between the same two letters in the alphabetical order.

4. Repeat this for all possible pairs in the word.

5. After checking all pairs, it is found that the number of pairs satisfying the condition is **more than four**.

**Answer:** (e) More than Four

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