Answer:
Solving Absolute Value Inequalities. As we know, the absolute value of a quantity is a positive number or zero. From the origin, a point located at [latex]\left(-x,0\right)[/latex] has an absolute value of [latex]x[/latex] as it is x units away. Consider absolute value as the distance from one point to another point.
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Answer:
Well you see an absolute value means that it will be absolute value, and inequality means not equal. (I had to make the answer more advanced ;)
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But thanks for the points ;)))
