I need some help with this question:
Let f, g : R -> Z be the floor and ceiling functions, respectively. Compute f o g(x) and g o f(x).
For any x \(\displaystyle \epsilon\) RI need some help with this question:
Let f, g : R -> Z be the floor and ceiling functions, respectively. Compute f o g(x) and g o f(x).
Thank you!