Base 1 is just counting with sticks, like I for 1, II for 2, III for 3, IIII for 4, and so on. Given that, as you would only have 1 symbol, you wouldn't be able to write 10, so it wouldn't be base 10.
It would be base 1 universally, well, not literally "1" but the symbol they used to represent it.
mmh what weirds me out is that it depends really on your definition of base.
For example:
If you allowed only digits with values greater or equal than 0 to less than 1 then only 0 remains as a digit so you could only represent 0.
If in the definition you say it must have always at least the digit 1then it would work.
Yes, I was thinking of that also as I wrote my comment earlier. Base 1 is really weird to think about, at this point I'm not even sure that it's possible, just as base 0 isn't.
15
u/[deleted] Nov 21 '20
What about base 1?