Question

Give a unique example of each:


An absolute value equation with two solutions
An absolute value equation with one solution
An absolute value equation with no solutions

Answer 1

|x|=9< it could be 9 or -9
|x-2|=0< it has to be 2
|x|=-4< it can't be negative
:)

Answer 2

\[\left| x \right|=1\]
\[\log_{} \left| x \right|=1\]
\[\left| x \right|=-1\]