Answer
Does not make sense.
Work Step by Step
The given equation is
$\Rightarrow \left | x-2\right |\gt5$
Let the absolute value equation is
$\Rightarrow \left | u\right |\gt c$
Where, $c=$ positive real number
and $u=$ algebraic expression.
then $\left | u\right |\gt c$ is equivalent to $u\lt -c$ or $u\gt c$.
We can rewrite the given equation as
$x-2\lt -5$ or $x-2\gt5$.
Hence, the given statement does not make sense.
