Question

Alphabet reversed, 13th left of 3rd from right:

• A. P
• B. N
• C. R
• D. Q

Hint:

For alphabet problems, first write normal or reversed order clearly, then count positions step-by-step to avoid mistakes.

Answer 1

The Correct Option is A

To solve the problem of finding the 13th letter to the left of the 3rd letter from the right in the reversed alphabet, follow these steps:

1. First, understand that we are dealing with the reversed order of the English alphabet. In a normal order, the alphabet is "A, B, C, ..., X, Y, Z". The reversed order would be "Z, Y, X, ..., C, B, A".
2. Determine the 3rd letter from the right in the reversed alphabet. Since the order is reversed, the rightmost letter is 'A'. Thus, the sequence from the right is:
   • 1st: A
   • 2nd: B
   • 3rd: C
3. We need to find the 13th letter to the left of this 3rd letter 'C'. Count 13 places to the left starting from 'C' in the reversed alphabet:
   • Start at: C
   • 1st left: B
   • 2nd left: A
   • 3rd left: Z
   • 4th left: Y
   • 5th left: X
   • 6th left: W
   • 7th left: V
   • 8th left: U
   • 9th left: T
   • 10th left: S
   • 11th left: R
   • 12th left: Q
   • 13th left: P
4. Thus, the 13th letter to the left of 'C' in the reversed alphabet is 'P'.

Based on this analysis, the correct answer is P.