This schedule is subject to change.
Date | Topic |
Wed 1/13 |
1.1 Introduction,
systems of linear equations |
Fri 1/15 |
More 1.1, 1.2 Row
reduction |
Mon 1/18 |
MLK Day |
Wed 1/20 |
More 1.2, 1.3 Vectors |
Fri 1/22 |
More 1.3 |
Mon 1/25 |
1.4 Matrix
multiplication, 1.5 Solution sets |
Wed 1/27 |
More 1.5 Solution sets |
Fri 1/29 |
1.6/1.10 Applications |
Mon 2/1 |
1.7 Linear independence |
Wed 2/3 |
1.8 Linear
transformations |
Fri 2/5 |
1.9 More linear
transformations |
Mon 2/8 |
2.1 Matrix operations |
Wed 2/10 |
2.2 Matrix inverses |
Fri 2/12 |
2.3 Invertible matrices |
Mon 2/15 |
3.1 Determinants |
Wed 2/17 |
3.2 Properties of determinants, 3.3 Volume |
Fri 2/19 |
Catch up, review |
Mon 2/22 |
First exam |
Wed 2/24 |
4.1 Vector spaces |
Fri 2/26 |
4.2 Linear
transformations and subspaces |
Mon 2/29 |
4.3 Bases |
Wed 3/2 |
More 4.3, 4.4 Coordinate
systems |
Fri 3/4 |
More 4.4 |
Mon 3/7 |
Spring Break |
Fri 3/18 |
|
Mon 3/21 |
4.5 Dimension |
Wed 3/23 |
4.6 Rank |
Fri 3/25 |
Easter Break |
Mon 3/28 |
4.7 Change of basis |
Wed 3/30 |
4.8 Difference
equations, 4.9 Markov chains |
Fri 4/1 |
5.1 Eigenvectors and
eigenvalues |
Mon 4/4 |
5.2 Characteristic
equation |
Wed 4/6 |
5.3 Diagonalization |
Fri 4/8 |
5.4 Linear transformations and eigenvectors |
Mon 4/11 |
Catch up, review |
Wed 4/13 |
Second
exam |
Fri 4/15 |
5.5 Complex eigenvalues |
Mon 4/18 |
6.1
Inner products |
Wed 4/20 |
6.2
Orthogonal sets |
Fri 4/22 |
6.3 Orthogonal projection |
Mon 4/25 |
6.5/6.6
Least squares and applications |
Wed 4/27 |
More 6.6, 6.7 Inner
product spaces |
Fri 4/29 |
7.1 Symmetric matrices |
Mon 5/2 |
7.2 Quadratic forms |
Wed 5/4 |
Summary, review |