| Date |
Topic |
| Mon 9/1 |
1.1 Introduction, systems of linear equations |
| Wed 9/3 |
1.2 Row reduction |
| Fri 9/5 |
1.3 Vectors |
| Mon 9/8 |
1.4 Matrix multiplication |
| Wed 9/10 |
1.5 Solution sets |
| Fri 9/12 |
1.6/1.10 Applications |
| Mon 9/15 |
1.7 Linear independence |
| Wed 9/17 |
1.8 Linear transformations |
| Fri 9/19 |
1.9 More linear transformations |
| Mon 9/22 |
2.1 Matrix operations |
| Wed 9/24 |
2.2 Matrix inverses |
| Fri 9/26 |
2.3 Invertible matrices |
| Mon 9/29 |
2.7 Applications |
| Wed 10/1 |
First midterm - in class |
| Fri 10/3 |
3.1 Determinants |
| Mon 10/6 |
3.2 Properties of determinants, 3.3 Volume |
| Wed 10/8 |
4.1 Vector spaces |
| Fri 10/10 |
4.2 Linear transformations and subspaces |
| Mon 10/13 |
FALL BREAK |
| Wed 10/15 |
| Fri 10/17 |
| Mon 10/20 |
4.3 Bases |
| Wed 10/22 |
4.4 Coordinate systems |
| Fri 10/24 |
4.5 Dimension |
| Mon 10/27 |
4.6 Rank |
| Wed 10/29 |
4.7 Change of basis |
| Fri 10/31 |
4.8 Difference equations |
| Mon 11/3 |
5.1 Eigenvectors and eigenvalues |
| Wed 11/5 |
5.2 Characteristic equation |
| Fri 11/7 |
5.3 Diagonalization |
| Mon 11/10 |
5.4 Linear transformations and eigenvectors |
| Wed 11/12 |
Second midterm - in class |
| Fri 11/14 |
5.5 Complex eigenvalues |
| Mon 11/17 |
5.7 Differential equations |
| Wed 11/19 |
6.1 Inner products |
| Fri 11/21 |
6.2 Orthogonal sets |
Mon 11/24 |
6.3 Orthogonal projection |
| Wed 11/26 |
6.4 Gram-Schmidt orthogonalization |
| Fri 11/28 |
THANKSGIVING BREAK |
| Mon 12/1 |
6.5/6.6 Least squares and applications |
| Wed 12/3 |
7.1 Symmetric matrices |
| Fri 12/5 |
7.2 Quadratic forms |
| Mon 12/8 |
Catch up/review |
| |
|