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Algebra
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Solve for x: |x|-8 =-5
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try to isolate |x| first should be easy, right?
Idk I don't understand this
abs can be thought of as an operation that you can move. So if you isolate the variables from the numerical components you can abs the numeric value. \[\left| x \right|-8=-5\] \[\left| x \right| = -5+8\] \[\left| x \right| = 3\] \[x = \left| 3 \right|\] \[x=3\]
But shouldn't there be another answer
well, if the answer on the right was negative when |x|=-5+8 then yes, there could be two answers (the negative and positive answer) however, this is more of a nameing/teaching thing and isnt actually true.
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