SOLUTION: how many ways can the letters in 'Alaska' be arranged?

SOLUTION: how many ways can the letters in 'Alaska' be arranged?

Algebra.Com

Question 590870: how many ways can the letters in 'Alaska' be arranged?
Answer by ad_alta(240) (Show Source): You can put this solution on YOUR website!
If we treat each letter as distinct, we get 6!=720. However, the letter 'a' is repeated three times, so we must divide by 3! to get 120 distinct arrangements.
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