Propositional logic, circuits, and predicate logic (Chapters 1 and 2),
approx. 3 weeks

Elementary number theory (Chapter 3), approx. 2 weeks

Summations, recurrences, and mathematical induction (Chapter 4),
approx. 2.5 weeks

Oct 25 Midterm #1 (250)
Oct 24 Midterm #1 (250H)

Sets, Venn diagrams, Cartesian products, powersets (Chapter 5),
approx. 1 week.

Counting and combinations (Chapter 6), approx. 1.5 weeks

Functions and the pigeonhole principle (Chapter 7), approx.  2 weeks

Nov 29 Midterm #2 (250)
Nov 30 Midterm #2 (250H)

Relations, reflexivity, symmetry, and transitivity (Chapter 10),
approx. 1 week

Graph theory (Chapter 11), approx. 1 week

Final Exam: Saturday Dec 15, 4-6pm (all sections)