There are n different caps available at a shop and n > 3. How many different choices of 3 caps can be made?

1
3 × n!
2
\(\rm \dfrac{n!}{3}\)
3
\(\rm \dfrac{n!}{(n-3)!}\)
4
\(\rm \dfrac{n!}{6\times(n-3)!}\)

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