Hey all,

I have the following absolute value inequality;

$\displaystyle |3x| - 1 \le |2x-1|$

which i simplify to:

$\displaystyle |3x| - |2x-1| \le 1$

The critical values are, $\displaystyle x = 0$ and $\displaystyle x = 1/2$;

Not sure how to solve it from now on..