Analysis I and II Fall 2012 and Spring 2013 Homework
Homework Problems Homework Solutions

References
[A]   Complex Variables by Robert B. Ash and W. Phil Novinger. [K]   Basic real analysis by Anthony W. Knapp. (2005) [T]   Introduction to Real Analysis by William F. Trench.

Homework Problems
Problem Number	Problem	Comment
0	Read Chapter 1 of [K].
1	[K], § I.11, # 4, p. 78
2	[K], § I.11, # 7, p.78
3	[K], § I.11, #16, p. 79
4	[K], § I.11, #17, p. 79
5	[T], § 8.1, # 3a, p. 531
6	[T], § 8.1, # 4, p. 531
7	[T], § 8.1, # 13, p. 532
8	[T], § 8.1, # 25, p. 535
9	[T], § 8.2, # 1, p. 541
10	[T], § 8.2, # 2a, p. 542	This is Prop. 2.34b from [K], which we will prove in class. For homework, give a proof using Thm 2.36 and Cor 2.23 from [K].
11	[T], § 8.2, # 3, p. 542
12	[T], § 8.2, # 12, p. 543
13-16	See pdf file.
17-20	See pdf file.
Exam 1	See pdf file.
21-26	See pdf file.
27-43	See pdf file.
Exam 2	See pdf file.
44	See pdf file.
Exam 3	See pdf file.
45	[K], § V.10, #9, p. 290
46	[K], § V.10, #11, p. 290

Homework Solutions
Problem	Comment
1-8	pdf
9-12	pdf
13-16	pdf
17-20	pdf
Exam 1	pdf
21-26	pdf
27-43	pdf
29	pdf   further comments
Exam 2	pdf
44	pdf