Wednesday, Jan 15: Chapter 3: Induction, pages 50 – 56

Friday, Jan 17: Chapter 3: Weak and Inductio, pages 57-64

Wednesday, Jan 22: Chapter 3, pages 65-71

Friday, Jan 24: Finish Chapter 3. Read Chapter 1, pages 6-10 for intro to sets.

Monday, Jan 27: Chapter 4 (pages 80-87). Read Chapter 1, pages 10-14 for intro to functions.

Wednesday, Jan 29: Chapter 4 (pages 80-87)

Friday, Jan 31: Chapter 4 (pages 80-87). Note that the treatment of inverse functions in class was different from the book.

Monday, Feb 03: Chapter 4 (pages 87-94). Note that the treatment of inverse functions in class was different from the book.

Wednesday, Feb 05: Chapter 4 (pages 87-94)

Friday, Feb 07: Finish Chapter 4, Chapter 2 (pages 26 – 34)

Monday (Feb 10): Chapter 2 (pages 26 – 34)

Wednesday (Feb 12): Chapter 2 (pages 34 – 44)

Friday (Feb 14): Chapter 1, pages 6-10 for intro to sets.

Monday (Feb 17): Chapter 5, pages 100 to 104

Wednesday (Feb 19): Chapter 5, pages 104 to 110

Friday (Feb 21): Chapter 5

Monday (Feb 24): Chapter 5

Wednesday (Feb 26): Review

Friday (Feb 28): Midterm 1

Monday (Mar 02): Chapter 6: Division Theorem

Wednesday (Mar 04): Chapter 6: Divisibility and primes, Uniqueness of Prime Factorization

Friday (Mar 06): Chapter 6: Divisibility and primes, GCD

Mar 07 – Mar 22: Extended Spring Break

Monday (Mar 23): Chapter 6: Euclidean algorithm, integer combinations and LCM

Wednesday (Mar 25): Applications of uniqueness of prime factorization

Friday (Mar 27): Chapter 7: Relations and their properties. Equivalence Relations

Monday (Mar 30): Chapter 7: Congruence relations, addition and multiplication mod n

Wednesday (Apr 01): Chapter 7: Subtraction and division mod n

Friday (Apr 03): Chapter 7: Multiplicative Inverses and solving congruence equations

Monday (Apr 06): Chapter 7: Chinese Remainder Theorem

Wednesday (Apr 08): Chapter 7: Fermat’s Little Theorem and RSA encryption

Apr 10 – Apr 13: Easter Break

Wednesday (Apr 15): Groups and Fields (page 17 in the book)

Friday (Apr 17): Consequences of Field axioms

Monday (Apr 20): Order Axioms (page 17) and Chapter 13: Completeness axiom

Wednesday (Apr 22): Chapter 13: Completeness axiom and the Archimedean Property

Friday (Apr 24): Chapter 13: Limits of sequences

Monday (Apr 27): Chapter 13: Limits of sequences, and the Monotone Sequence Theorem

Wednesday (Apr 29): Chapter 13: Monotone Sequence Theorem, Series and Decimal Expansions