Additional Texts you may find useful:
(1) "Principles of Mathematical Analysis" by Walter Rudin, ISBN0-07-054235-X
[This is a classic book; Thousands of professional mathematicians learnt analysis from this book when they were undergraduates.]
(2) "A First Course in Real Analysis" by M.H. Protter and C.B. Morrey, ISBN 0-387-97437-7
[Also very good]
(3) "Resources for the Study of Real Analysis" by Robert Brabenec
[For a review of this new book which has extra problems, and historical essays see page 8 of the MAA Web Catalogue and enter Robert Brabenec in the search box.]
Solutions to Math 301 Review Problems (pdf)
Practice Exam One (pdf)
Solutions to Exam One (pdf)
Solutions to Exam Two (pdf)
Information re Final Exam
Date: Monday May 23rd, 3:30-5:30pm in MP 010
About 50-60% of the exam will be on Chapter 5, with 20-10% each on Chapters 2,3,4, and a little from Chapter 1.
The format of the exam will be similar to the midterm exams, but of course it will be longer as it is a 2 hour exam.
Last modified Jan 30th 2005