In a given sequence of letters, which letter will come 8th to the right of the 22nd letter from the right?

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**Solution:**

1. Let the total number of letters in the sequence be *n*.

2. The 22nd letter from the right means the letter at position *n - 22 + 1 = n - 21* from the left.

3. We need to find the letter 8th to the right of this letter, which means moving 8 positions to the right from position *n - 21*.

4. So, the required position from the left is:
   $$ (n - 21) + 8 = n - 13 $$

5. The letter at position *n - 13* from the left is the same as the 14th letter from the right (since position from right = *n - (n - 13) + 1 = 14*).

6. Therefore, the letter 8th to the right of the 22nd letter from the right is the 14th letter from the right.

7. Given the options, the letter corresponding to this position is **N**.

**Answer:** N

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