Here's the question you clicked on:
Katlyn99
If a < b, then a/c < b/c. sometimes always never
depends on \(c\) if \(c\) is positive, i.e. if \(c>0\) it is true if \(c\) is negative, i.e. if \(c<0\) then it is false
If you're ever in doubt with these kinds of problems, just enter a few numbers of your own for a, b, and c. A pattern should emerge.