Course Calendar

Note: This calendar is approximate and is subject to revision during the term. It is only a guide and your instructor may vary from it.
Week Monday
(Lecture)
Tuesday
(Discussion)
Wednesday
(Lecture)
Thursday
Friday
(Lecture)
1
Mar 30
Ch.1-2
Language of mathematics
Mar 31
Apr 1
Ch.2-3
Implications &
Proofs
Apr 2
Apr 3
Ch.4
Proof by contradiction
2
Apr 6
Ch.4-5
Induction principle
Apr 7
Apr 8
Ch.5
Inductions (continued)
Apr 9

Homework 1 due
Apr 10
Ch.6
Set theory
3
Apr 13
Ch.7
Quantifieers, Cartesian product
Apr 14
Apr 15
Ch.8
Functions
Apr 16

Homework 2 due
Apr 17
Ch.8-9
Functions (continued)
4
Apr 20
Ch.9
Functions (continued)
Apr 21
Apr 22
Midterm 1
10 am - 11 am
Apr 23
Apr 24
Ch.10
Counting
5
Apr 27
Ch.11
Finite sets
Apr 28

Apr 29
Ch.12
Counting functions
Apr 30

Homework 3 due
May 1
Ch.12
Counting subsets
6
May 4
Ch.13
Number system
May 5
May 6
Ch.14
Countability
May 7

Homework 4 due
May 8
Ch.14
Denumerable sets
7
May 11
Ch.14
Uncountable sets
May 12
May 13
Midterm 2
10 am - 11 am
May 14

May 15
Ch.15-16
Division
8
May 18
Ch.16-17
The Euclidean algorithm
May 19

May 20
Ch.18
Linear diophantine equations
May 21
Homework 5 due
May 22
Ch.19
Modular arithmetic
9
May 25
Memorial Day
May 26
May 27
Ch.20
Congruence of integers
May 28
May 29
Ch.21
Linear Systems
10
Jun 1
Ch.22
Partitions &
equivalence relations
Jun 2

Homework 6 due
Jun 3
Ch. 23
The sequence of prime numbers
Jun 4

Jun 5

Review
11
Jun 8
Final Exam
8 am -11 am
Jun 9
Jun 10
Jun 11
Jun 12