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Inverse $\chi^2$-distribution table for $\chi^2_{p,n}$

The following table provides a look-up table for critical values that produce right tail probabilities the $\chi^2(n)$ distribution with $n$. Specifically for each $n$ and certain $p\in(0,1)$ it provides the values for the inverse CDF of $\chi^2(n)$ $$ \chi^2_{p,n} = F_{\chi^2(n)}^{-1}\left(1-p\right). $$ The same numbers can be produced via MATLAB using the function chi2inv(1-p,n).

Note that since $\chi^2(n)$ is not symmetric, you can look up the left tail values by replacing $p$ with $1-p$.