Name: _________________________________
ID#: ________________________
Test 2
Information
There are 3 parts to this exam. Give your
answers to Part I and Part II on the exam
pages. Give your answers to Part III in your
bluebook.
Part I – 32 points
Part II – 40 points
Part III – 40 points
Total Possible Points – 112
Note:
Your exam will be graded out of 100.
As a result, there are 12 bonus points
included in the exam (for you to earn).
This preview has intentionally blurred sections. Sign up to view the full version.
View Full DocumentName: _________________________________
ID#: ________________________
Test 2 – Math 3333
Morgan, Spring 2010
Part I – (2 points each) Determine whether the following statements are True or
False. Write your answers on this page.
1.
The interior of a set is an open set.
2.
Every closed set is compact.
3.
There are sets that are both open and closed.
4.
Every bounded set has an accumulation point.
5.
The closure of a set is closed.
6.
The union of two closed sets is a closed set.
7.
Every continuous function has a maximum value and a minimum value.
8.
Every uniformly continuous function is continuous.
9.
Every continuous function is differentiable.
This is the end of the preview.
Sign up
to
access the rest of the document.
 Spring '08
 Staff
 Topology, Mean Value Theorem, Continuous function, Metric space, Closed set, General topology

Click to edit the document details