So, there are a couple of nuances about how math stuff is written. So I made a table about it. Numbers are base twelve, meaning that ‹10› is twelve, and ‹100› is a gross (twelve twelves). Numbers can be marked with ‹№› to mark base twelve, the default, or ‹#› to mark base ten.
| 1 ён |
2 дан |
3 сен |
4 су |
| 5 пе |
6 ѱа |
7 шма |
8 бла |
| 9 џиә |
Х чиҥ |
Ѫ шалё |
10 фӑра |
| 100 путе |
10^3 чимал |
10^6 дамал |
10^10 снама |
| 10^20 цама |
10^40 поям |
10^80 сағә |
10^160 џана |
Keep in mind that the numbers printed here are in base twelve, so ‹10^10)› is more '12^12'. You probably won't need more than this in most uses, but if you do, ‹10^160)›, of '12^192' is determined to be larger than the number of atoms in the observable universe. i trust you can fiugure out what translates to each number here, so I'll move on. Now, I'll give you a quick run down of math symbols. After ‹путе›, all numbers operate on a stacking system, so ‹снамачималпуте› would be ‹10^10+6+2),‹10^18)›, or '12^20'. Below this, numbers operate like ‹суфраѱа›, or 'four-twelve-six', or 'fif-ty-four' in more familiar terms. Base twelve, remember. I'll quickly go over math anotation. If a parenthesis is placed, it is mandatory.
| игос (Addition) |
+ | нос (Subtraction) |
- | |||
| малос (Multiplication) |
× | тәс (Division, Ratio) |
÷ | |||
| тян (Fraction) |
( / ) | ембо (Exponent) |
^ ) | |||
| намбо (Root) |
( √ ) | хамбо (Error, Plus / Minus) |
± | |||
| бал (Equal To) |
= | янал (Greater Than) |
< | |||
| ага́л (Less Than) |
> | адал (Derivative) |
( ' | |||