How to solve: $|\sqrt{x-1}-2| + |\sqrt{x-1}-3|=1$.
I would like to know how to solve an absolute value equation when there is a square root sign inside.
How to solve: $|\sqrt{x-1}-2| + |\sqrt{x-1}-3|=1$.
I would like to know how to solve an absolute value equation when there is a square root sign inside.