Solution c4b30e57-c494-4882-a9ab-15eb0d4b281c

Points: 1 pt

By definition,
\[
y=kx.
\]

Since $y\neq 0$, we know
\[
k,x\neq 0.
\]

We then know $k$ must be one of
\[
\ldots,-2,-1,0,1,2,\ldots
\]

We then see
\[
|k|\geq 1.
\]

Taking the absolute value of our original equation,
\[
|y|=|kx|=|k|\cdot|x|.
\]

We substitute and get our answer.

Final answer:
|x|\leq |y|