Which letter is midway between `13^(th)` letter from the left and the `4^(th)` letter from the right in the sequence given below ?
U S B E Y F H K O P R A W C G J M Q D I V L N T X Z

Options

A. O
B. Q
C. P
D. M

Answer

To solve the problem step by step, we will follow these instructions:

1. **Identify the sequence**: The given sequence is:
```
U S B E Y F H K O P R A W C G J M Q D I V L N T X Z
```

2. **Find the 13th letter from the left**:
- Count the letters from the left:
1. U
2. S
3. B
4. E
5. Y
6. F
7. H
8. K
9. O
10. P
11. R
12. A
13. **W**
- The 13th letter from the left is **W**.

3. **Find the 4th letter from the right**:
- Count the letters from the right:
1. Z
2. X
3. T
4. **N**
- The 4th letter from the right is **N**.

4. **Count the number of letters between W and N**:
- The letters between W and N in the sequence are:
- C, G, J, M, Q, D, I, V, L
- Count these letters:
- C (1), G (2), J (3), M (4), Q (5), D (6), I (7), V (8), L (9)
- There are **9 letters** between W and N.

5. **Find the midway letter**:
- Since there are 9 letters between W and N, we need to find the 5th letter (since (9 + 1) / 2 = 5).
- Count the letters starting from W:
1. C (1)
2. G (2)
3. J (3)
4. M (4)
5. **Q** (5)
- The 5th letter is **Q**.

6. **Final answer**:
- The letter that is midway between the 13th letter from the left (W) and the 4th letter from the right (N) is **Q**.