Schedule (tentative)

Week

Dates

Sections

Homework

Due date

1

 Jan 28 - Feb 1 1.1- The Logic of Quantifiers
1.2 - Infinite Sets
1.3 - Proofs		 Homework 1
Solutions 		Feb 8

2

 Feb 4-8 1.4 - The Rational Number System
1.5 - The Axiom of Choice
2.3 - Cauchy Sequences 		Homework 2
Solutions		 Feb 15

3

 Feb 11-15 2.2 - The Reals
2.3 - Limits and Completeness 		Homework 3
Solutions		 Feb 22

4

 Feb 18-22
Feb 20- Snow Day
 3.1 - The Theory of Limits
Homework 4
Solutions		 Mar 1

5

 Feb 25- Mar 1 3.2 - Open Sets and Closed Sets
3.3 - Compact Sets
 Homework 5
Solutions		 Mar 8

6

 Mar 4-8 4.1 - The Concept of Continuity
4.2 - Properties of Continuous Functions
Homework 6
Solutions		 Mar 15

7

 Mar 11-15 5.1 - Concepts of the Derivative
5.2 - Properties of the Derivative
Homework 7
Solutions		 Mar 29

-

 Mar 18-22
Spring Break

8

 Mar 25-29 5.3 - Calculus of Derivatives
5.4 - Higher Derivatives and Taylor's Theorem

9

 Apr 1-5
Midterm: Apr 3
 6.1 - Integrals of Continuous Functions
Homework 8
Solutions		 Apr 12

10

 Apr 8-12 6.2 - The Riemann Integral
Homework 9
Solutions		 Apr 19

11

 Apr 15-19 7.1 - Complex Numbers
7.2 - Numerical Series and Sequences 		Homework 10
Solutions		 Apr 26

12

 Apr 22-26 7.3 - Uniform Convergence
7.4 - Power Series 		Homework 11
Solutions		 May 3

13

 Apr 29- May 3 7.5 - Approximation by Polynomials
7.6 - Equicontinuity 		Problem Set 12
Solutions		 NOT DUE

-

 May 4- May 7
Reading Days

Final Exam: May 11 2-5pm in Shaffer 100