Consider the curves y =| x -1| and | x |=2 What is/are the point(s) of intersection of the curves?

Step-by-step solution

gathered y=|x-1| and |x|=2 y= cases x-1 & x 1 1-x & x 1 cases gathered aligned and x & =2 x & =-2 aligned Hence curves intersect at (-2,3) and (2,1) .