How to solve this factorial equation?
$$\frac{n!}{(n-6)!} = 350.418$$
or to give you the original equation:
$$0.146 = \binom{n}{6} \times 0.45^6 \times 0.55^{n-6}$$
Sorry, but I've no idea about LaTex
How to solve this factorial equation?
$$\frac{n!}{(n-6)!} = 350.418$$
or to give you the original equation:
$$0.146 = \binom{n}{6} \times 0.45^6 \times 0.55^{n-6}$$
Sorry, but I've no idea about LaTex
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Here's the binomial distribution under your parameters. The closest answer is $n=17$ where the distribution value is $0.143168$: