Answer:
no solution
Explanation:
Modular equation:
The modular of a function f(x)(|f(x)|) is the distance of f(x) to the origin.
In the case of a point, the modulus of the point is the distance to the origin.
If we have:
|f(x)| = a, it means that:
f(x) = a or f(x) = -a.
However
It is only true for non-negative values of a, since the modulus is a distance, which is a positive measure.
|–x| = –10
The modular is never a negative number, so it cannot be -10.
This means that there is no solution.