# Divisible

### From Conservapedia

A natural number *n* is **divisible** by a number **m** if the remainder after dividing *n* by *m* is zero. Equivalently, *n* is divisible by *m* if there is a natural number *k* such that *n* = *m**k*. If *n* is divisible by *m*, then *m* is a factor of *n*.

Every number is divisible by 1.