Category:Definitions/Digits
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This category contains definitions related to Digits.
Related results can be found in Category:Digits.
Let $n$ be a number expressed in a particular number base, $b$ for example.
Then $n$ can be expressed as:
- $\sqbrk {r_m r_{m - 1} \ldots r_2 r_1 r_0 . r_{-1} r_{-2} \ldots}_b$
where:
- $m$ is such that $b^m \le n < b^{m + 1}$;
- all the $r_i$ are such that $0 \le r_i < b$.
Each of the $r_i$ are known as the digits of $n$ (base $b$).
Pages in category "Definitions/Digits"
The following 6 pages are in this category, out of 6 total.