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@mathmale
\[\left| a \right| \ge 0~is~true.\] let a=0 |a|=|0|=0 if a is negative ,let a=-x ,where x is positive. |a|=|-x|=x > 0 ,e.g., |-4|=|4|>0 if a is positive ,then |a|=a>0 so \[\left| a \right| \ge 0\]
So the question asks which property is true? not to solve or put on a number line?
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