8.04 Factorial notation (Enrichment)
Evaluate the following expressions:
5!
3!
0!
\dfrac{7!}{5!}
\dfrac{10!}{9!}
\dfrac{6!}{8!}
\left(7 - 5\right)!
\left(11 - 8\right)!
Evaluate the following expressions:
4! 6!
3! 7!
\dfrac{7!}{4!}
\dfrac{6!}{0!}
\dfrac{0!}{9!}
4! \times 5
5\times 3! \times 4
(2 \times 3)!
Evaluate the following expressions:
\dfrac{11!}{5! 6!}
\dfrac{19!}{15! 4!}
\dfrac{6!}{4! 4!}
\dfrac{6!2!}{8!4!}
Express 6! \times 7 as a single factorial in the form x!.
Rewrite each of the following as a single factorial expression:
Rewrite the following as a single factorial expression: \left(n - 1\right)! n \left(n + 1\right) for some positive whole number n.
Express the following without any factorial notation: \dfrac{\left(n + 2\right)!}{\left(n - 2\right)!} for some positive whole number n.