Prof. Girardi
Math 554/703i.001
10.28.02
Fall 2002
Exam 2
MARK BOX
problem
points
0
10
extra credit
1
1
10
2
10
3
10
4
10
total
40
%
100
NAME:
SSN:
INSTRUCTIONS
:
(1) For the
proof problems
, write a
neat formal
proof. You may, if you want,
include your
thinking scratch work
but you must also include your formal
proof for full credit.
(2) The
mark box
indicates the problems along with their points.
Check that your copy of the exam has all of the problems.
(3) This is a closed book/notes exam covering (from
Introduction to Real Anal
ysis
, 3rd ed., by Bartle and Sherbert):
§
2.5, 3.1, 3.2 .
Problem Inspiration
:
(2) Theorem 2.5.5 from book
(3) Highly Recommended Homework
§
3.1 #5
(4) Homework to Handin
§
3.1 # 17
(5) Theorem 3.2.3 from book
0.
If the statement is true, then circle T. If the statement is false, then circle F. The
scoring is 1 point for a correct answer and 0 points for an incorrect (or left blank)
answer. Unless otherwise indicated,
sequence
means a sequence of real numbers.
1.
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 Fall '10
 Girardi
 Math

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