I am new to this subject, and not not sure what "|" symbol means on this statement.
Let $R_2 \subset\Bbb N \times\Bbb N$ be defined by $(m, n) \in R_2$ if and only if $m|n$.
$ m \mid n$ means that $m$ divides $n$.
We could also say that $n$ is divisible by $m$ AND we could also say that $n$ is a multiple of $m$,so $n= a \cdot m, a \in \mathbb{Z}$.
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$ m \mid n$ means that $m$ divides $n$.
We could also say that $n$ is divisible by $m$ AND we could also say that $n$ is a multiple of $m$,so $n= a \cdot m, a \in \mathbb{Z}$.