| Date | Topics covered | Read before class |
|---|---|---|
| August 22 | Sets and operations on them | Hammack 1.1-1.8 |
| August 24 | Logic, truth tables, Worksheet 1 | Hammack 2.1-2.6 |
| August 29 | Statements in logic | Hammack 2.7-2.12 |
| August 31 | Proofs: Introduction and first techniques | Hammack 4.1-4.5 |
| September 5 | Proofs by contrapositive | Hammack 5.1-5.3 |
| September 7 | Proofs by contradiction | Hammack 6.1-6.4 |
| September 12 | More on proofs | Hammack 7.1-7.4 |
| September 14 | Set-theoretic proofs | Hammack 8.1-8.3 |
| September 19 | Review | |
| September 21 | Midterm 1 | |
| September 26 | Induction | Hammack 10.1-10.3 |
| September 28 | Relations, equivalence relations, partitions, integers modulo n | Hammack 11.1-11.5 |
| October 3 | Functions, properties of functions, the pigeonhole principle | Hammack 12.1-12.3 |
| October 5 | Compositions of functions, inverse functions, images and inverse images of functions | Hammack 12.4-12.6 |
| October 10 | Fall Recess, no class | |
| October 12 | Cardinality, countable sets, uncountable sets | Hammack 13.1-13.2 |
| October 17 | Comparing cardinalities, the Cantor-Bernstein-Schröder theorem | Hammack 13.3-13.4 |
| October 19 | Groups | Judson 3.1-3.2 |
| October 24 | Properties of groups, subgroups, and Cyclic groups | Judson 3.3, 4.1 |
| October 26 | Review | |
| October 31 | Midterm 2 | |
| November 2 | Symmetric groups and dihedral groups | Judson 5.1-5.2 |
| November 7 | Cosets, Lagrange's theorem | Judson 6.1-6.2 |
| November 9 | Fermat's Little Theorem, Euler's Totient Theorem | Judson 6.3 |
| November 14 | Limits of sequences | Ross 2.7-2.8 |
| November 16 | Limit theorems | Ross 2.9 |
| November 21 | Monotone sequences, Cauchy sequences | Ross 2.10 |
| November 23 | Thanksgiving, no classes | |
| November 28 | Subsequences | Ross 2.11 |
| November 30 | Continuity | Ross 3.17-3.18 |
| December 5 | Review for final exam |