I am guessing this has to do with the segments being treated as code blocks and markdown not running any more processing on them.
I am trying to do something like the following:
title: Rule 5.5.5
After $n$ selections of *combinations* or *sequences* with or without replacement, the formulas are as follows:
- *For all of the following: If the quantity has 2 kinds, the quantity has $N$ elements, $S = S_1$* of the first kind, and $p = p_1$, the probability for $k$ of the selections being of the kind and $n-k$ being of the second kind is:
| | With replacement | Without replacement |
|:-----------------------------:|:--------------------------------:|:-----------------------------------------------------------------------------------------------------------------------:|
| Sequence <br/>(Ordered) | $p^k(1-p)^{n-k}$ | $\frac{{{N-n}\choose{S-k}}}{{N}\choose{S}}$ |
| Combination <br/> (Unordered) | ${{n}\choose{k}}p^{k(1-p)^{n-k}$ | $\frac{{{S}\choose{k}}{{N-s}\choose{n-k}}}{{{N}\choose{n}}}=\frac{{{N-n}\choose{S-k}}{{n}\choose{k}}}{{{N}\choose{S}}}$ |
Is there any way to make this work currently?
If not, I'd like to suggest MD table processing as a feature.
I am guessing this has to do with the segments being treated as code blocks and markdown not running any more processing on them.
I am trying to do something like the following:
Is there any way to make this work currently? If not, I'd like to suggest MD table processing as a feature.