For the absolute value of x-1 (or abs(x-1) on a calculator),
find the points of continuity and the points of discontinuity of the function. Identify each type of discontinuity.
From what I knew of absolute value functions, there are no breaks in the graph.
Is this just a really easy problem or is there something I'm missing?
You are correct, this line is continuous
From what my teacher tells me, as long as you can draw the line without having to lift up your pencil it's continuous.
Ahh you beat me to it!
Anywho, I think you only run into continuity issues if you have weird piecewise defined functions, or if you have holes or asymptotes. Asymptotes are nonremovable because there's nothing you can do to fix them, but if you have a piecewise defined function you can usually put a coefficient on one or both of the functions to make it continuous, which makes it removable