# Alternative Equation Formats

The equation on this page is available in multiple formats. Depending on your browser, some formats might not render correctly.

## MathML

$f\left({n}_{11},{n}_{21};{n}_{1},{n}_{2},d,{p}_{2}\right)=\left(\genfrac{}{}{0}{}{{n}_{1}}{{n}_{11}}\right)\left(d+{p}_{2}{\right)}^{{n}_{11}}\left(1-d-{p}_{2}{\right)}^{{n}_{1}-{n}_{11}}×\left(\genfrac{}{}{0}{}{{n}_{2}}{{n}_{21}}\right){p}_{2}^{{n}_{21}}\left(1-{p}_{2}{\right)}^{{n}_{2}-{n}_{21}}$

## MathML rendered with MathJax

$f\left({n}_{11},{n}_{21};{n}_{1},{n}_{2},d,{p}_{2}\right)=\left(\genfrac{}{}{0}{}{{n}_{1}}{{n}_{11}}\right)\left(d+{p}_{2}{\right)}^{{n}_{11}}\left(1-d-{p}_{2}{\right)}^{{n}_{1}-{n}_{11}}×\left(\genfrac{}{}{0}{}{{n}_{2}}{{n}_{21}}\right){p}_{2}^{{n}_{21}}\left(1-{p}_{2}{\right)}^{{n}_{2}-{n}_{21}}$

## Math as LaTeX Source

$f( n_{11}, n_{21}; n_1, n_2, d, p_2 ) = \binom {n_1}{n_{11}} (d + p_2)^{n_{11}} (1-d-p_2)^{n_1-n_{11}} \times \binom {n_2}{n_{21}} p_2^{n_{21}} (1-p_2)^{n_2 - n_{21}}$