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

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Accepted Answer

1. Sort the letters of HOSPITAL: $A, H, I, L, O, P, S, T$.
2. The $4^{th}$ from left is $L$. The $3^{rd}$ from right is $P$.
3. Their positions are 4 and 6, so letters between = $6-4-1=1$.
4. Thus there is **One** letter between them.
FINAL_ANSWER: a

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