Homework Statement
Given f(x,y)=(y+x)/(y-x) use an ε-∂ proof to show that lim(x,y)→(0,1) f(x,y) exists.
Homework Equations
|(y+x)/(y-x)-1|=|(2x)/(y-x)|
The Attempt at a Solution
I know that the limit is 1. I can't figure out how to massage the above any further to get it into the form...