- #1
Werg22
- 1,431
- 1
This is a simple question: given a continuous function, f(x), in a closed interval, how do we show that there is value "a" small enough such as for arbitrary x:
f(x+a) - f(x) < e
Where e lower bound is 0.
?
Thxs in advance.
f(x+a) - f(x) < e
Where e lower bound is 0.
?
Thxs in advance.