If the letters of the word COMPUTER are arranged alphabetically, how many letters will have the same position as in the original word?

The correct option is Two.

To find how many letters retain their original positions when arranged alphabetically, let us analyze the word step-by-step.

Step 1: Write down the original word and the position of each letter.
Original Word: C O M P U T E R
1^st letter: C
2^nd letter: O
3^rd letter: M
4^th letter: P
5^th letter: U
6^th letter: T
7^th letter: E
8^th letter: R

Step 2: Arrange the letters of the word COMPUTER in alphabetical order.
Alphabetical Order: C E M O P R T U

Step 3: Compare the original positions with the alphabetical positions.

1^st position: Original = C, Alphabetical = C (Same)
2^nd position: Original = O, Alphabetical = E (Different)
3^rd position: Original = M, Alphabetical = M (Same)
4^th position: Original = P, Alphabetical = O (Different)
5^th position: Original = U, Alphabetical = P (Different)
6^th position: Original = T, Alphabetical = R (Different)
7^th position: Original = E, Alphabetical = T (Different)
8^th position: Original = R, Alphabetical = U (Different)

Conclusion:
The letters C (1^st position) and M (3^rd position) retain the exact same positions as in the original word. Therefore, exactly Two letters remain in the same position.