Week 3 Flashcards
1
Q
A
2
Q
A
3
Q
A
4
Q
A
5
Q
A
6
Q
A
7
Q
A
8
Q
Let f be a function defined on an interval Δ which may be (un)bounded. Then f is uniformly continuous on Δ if
A
It is continuous at every point to every other point
9
Q
A
10
Q
A
11
Q
If f is lipschtiz continuous on Δ
A
Which then also implies that it is continuous on Δ
12
Q
A
13
Q
And example
A
14
Q
A
15
Q
A