- #1
davitykale
- 38
- 0
Homework Statement
An open set A contained in R (reals) such that the closure of A = R, but R \ A is uncountable
Homework Equations
I guess knowing that for the closure of a set A to be equal to R means that A is dense in R?
The Attempt at a Solution
Every thing I try seems to fail, but I have absolutely no idea how I would go about even trying to prove that this wasn't possible