If all the letters of the word TRANSFORMATION are rearranged in alphabetical order from left to right, which letter will occupy the position that is 3rd to the right of the 5th letter from the left?

The correct option is O.

Step 1: Determine the target position.
We are asked to find the letter that is 3^rd to the right of the 5^th letter from the left.
Target position = 5 + 3 = 8^th position from the left.

Step 2: Count and rearrange the letters in alphabetical order.
The word TRANSFORMATION contains 14 letters:
T, R, A, N, S, F, O, R, M, A, T, I, O, N

Listing each letter in alphabetical order along with its frequency:
• A : 2
• F : 1
• I : 1
• M : 1
• N : 2
• O : 2
• R : 2
• S : 1
• T : 2

Rearranging all 14 letters alphabetically from left to right:
1^st letter: A
2^nd letter: A
3^rd letter: F
4^th letter: I
5^th letter: M
6^th letter: N
7^th letter: N
8^th letter: O
9^th letter: O
10^th letter: R
11^th letter: R
12^th letter: S
13^th letter: T
14^th letter: T

Step 3: Identify the required letter.
The letter occupying the 8^th position from the left is O.