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
Jan 6
1.1-1.2
Background &
Initial Value
Problems
Jan 7
Jan 8
2.2
Separable
Equations
Jan 9
Jan 10
2.3
Linear Equations
2
Jan 13
2.4
Exact Equations
Jan 14
Jan 15
2.5
Integrating Factors
Jan 16

Homework 1 due
Jan 17
4.2
Homogeneous
Linear Equations
3
Jan 20
MLK, Jr. Day
(no class)
Jan 21
Jan 22
4.3
Complex Roots
Jan 23
Jan 24
Exam 1
(45 min/in class)
4
Jan 27
4.4
Undetermined
Coefficients
Jan 28
Jan 29
4.5
The Superposition
Principle
Jan 30
Jan 31
4.6
Variation of
Parameters
5
Feb 3
4.7
Variable-Coefficient
Equations
Feb 4

Homework 2 due
Feb 5
7.2
Definition of the
Laplace Transform
Feb 6
Feb 7
7.3
Properties of the
Laplace Transform
6
Feb 10
7.4
Inverse of the
Laplace Transform
Feb 11
Feb 12
7.5
Solving IVPs
Feb 13

Homework 3 due
Feb 14
7.6
Discontinuous
Functions
7
Feb 17
Presidents' Day
(no class)
Feb 18
Feb 19
7.8
Convolutions
Feb 20
Feb 21
Exam 2
(45 min/in class)
8
Feb 24
7.9
The Dirac Delta
Feb 25

Homework 4 due
Feb 26
8.2
Power Series
Feb 27
Feb 28
8.2 (continued)
8.3 Power Series Solutions
9
Mar 2
8.3
(continued)
Mar 3
Mar 4
9.1,9.3
Matrices & Vectors
Mar 5

Homework 5 due
Mar 6
9.4
Linear Systems
10
Mar 9
9.5
Homogeneous
Linear System
Mar 10
Mar 13
9.5
(continued)
Mar 12

Homework 6 due
Mar 13
9.7 Nonhomogeneous
Linear System
& Review
11
Mar 16
Mar 17
Mar 18
Mar 19
Mar 20
Final Exam
3:00-5:59 pm
TBA