In how many ways can the letters of the word ACCEPTANCE be arranged?
A
\(\frac{10!}{(2!2!3!)}\)
B
\(\frac{10!}{( 2!3!)}\)
C
\(\frac{10!}{(2!2!)}\)
D
10!
Verified Correct Answer: A.
Step-by-Step Mathematical Solution
ACCEPTANCE = 10 Letters
A = 2 letters
C = 3 letters
E = 2 letters
It can be arranged in \(\frac{10!}{(2!3!2!)}\) ways
Source: Myschool Past Questions Archive (Record #9299)