Each letter of the word given below is arranged in alphabetical order . How many letters are there between the 4th letter from the left and the 3rd letter from the right in the new arrangement? HOSPITAL

The correct option is One.

Let's solve the problem step-by-step by re-arranging the letters of the given word in alphabetical order.

Step 1: Write down the original word.
The given word is HOSPITAL.
It consists of 8 letters: H, O, S, P, I, T, A, L.

Step 2: Arrange the letters in alphabetical order.
Sorting the letters alphabetically from A to Z gives:
A, H, I, L, O, P, S, T

Step 3: Identify the positions specified in the question.
In the new arrangement (A, H, I, L, O, P, S, T):
- The 4th letter from the left is L (1st: A, 2nd: H, 3rd: I, 4th: L).
- The 3rd letter from the right is P (1st from right: T, 2nd: S, 3rd from right: P).

Step 4: Count the number of letters between these two positions.
The sequence between the 4th letter from the left (L) and the 3rd letter from the right (P) is:
L, O, P

There is only 1 letter (which is 'O') between L and P.

Therefore, there is only One letter between the 4th letter from the left and the 3rd letter from the right in the new arrangement.