Category:Examples of Divisors Modulo Integer

This category contains examples of divisors modulo $n$.

For all $a, b \in \Z_m$, let $a \div_m b$ denote the operation of division modulo $m$:

$a \div_m b$ equals the integer $q \in \Z_m$ such that $b \times_m q \equiv a \pmod m$

The integers $b$ and $q$ are divisors of $a$ modulo $m$.