I know that |a| > x ... a>x and a<-x , provided x is a positive number and
|a|<x .... -x<a<x
But how about is the x is a negative number such as :
|a| > -3
|a| < -2
Thanks
$\displaystyle |a|>-3$ is satisfied for all real numbers $\displaystyle a,$ since for all real numbers $\displaystyle a,$ $\displaystyle |a|\ge0>-3.$
$\displaystyle |a|<-2$ has no solution for any real number $\displaystyle a$ because $\displaystyle |a|$ cannot be negative.