| Sep 28 | Ch. 1 - The language of mathematics |
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| Oct 1 | Ch. 2 - Implications |
| Oct 3 | Ch. 3 - Proofs |
| Oct 5 | Ch. 4 - Proof by contradiction
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| Oct 8 | Ch. 5 - The induction principle |
| Oct 10 | HW 1 due, Ch. 5 (continued) |
| Oct 12 | Ch. 6 - The language of set theory
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| Oct 15 | Ch. 7 - Quantifiers |
| Oct 17 | HW 2 due, Solutions by Vincent, Review, Even more practice problems |
| Oct 19 | Midterm 1 in Sequoyah 147 and 148, from 12pm to 12:50pm, Extra practice problems, Solutions by Vincent
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| Oct 22 | Ch. 7 (continued) |
| Oct 24 | HW 3 due, Solutions, Ch. 8 - Functions |
| Oct 26 | Ch. 8 (continued) |
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| Oct 29 | Ch. 9 - Injections, surjections, and bijections |
| Oct 31 | HW 4 due, Solutions by Vincent, Ch. 9 (continued) |
| Nov 2 | Ch. 10 - Counting
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| Nov 5 | Ch. 11 - Properties of finite sets |
| Nov 7 | HW 5 due, Solutions, Ch. 12 - Counting functions and subsets |
| Nov 9 | Ch. 13 - Number systems
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| Nov 12 | No class |
| Nov 14 | HW 6 due, Solutions, Review |
| Nov 16 | Midterm 2 in York 2722, from 12pm to 12:50pm, Extra practice problems, Solutions
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| Nov 19 | Ch. 14 - Counting infinite sets |
| Nov 21 | Ch. 15 - The division theorem |
| Nov 23 |
No class |
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| Nov 26 | Ch. 16 - The Euclidean algorithm |
| Nov 28 | HW 7 due, Solutions, Ch. 19 - Congruence of integers |
| Nov 30 | Ch. 21 - Congruence classes and the arithmetic of remainders
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| Dec 3 | Ch. 22 - Partitions and equivalence relations |
| Dec 5 | HW 8 due, Solutions, Ch. 23 - The sequence of prime numbers |
| Dec 7 | Review
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| Dec 13 | Final Exam: 11:30am-2:30pm, First names beginning with A-K: Peterson Hall 103, First names beginning with L-Z: Cognitive Science Building 004, Extra practice problems, Solutions |