The following is a tentative schedule for the course. Sections in text refer to Lay's book. Please check back regularly for updates as the term progresses.
Day | Lectures | Sections in Text | Brief Description |
---|---|---|---|
1 | 25 June (F) | 1.1 | Systems of linear equations |
2 | 28 June (M) | 1.2 | Row reduction and echelon forms |
3 | 30 June (W) | 1.3-1.4- | Vector equations and matrix equations |
4 | 7 July (W) | -1.4-1.5- | Solution sets of linear systems |
5 | 8 July (Th) (make-up) | 1.7 | Linear independence |
6 | 9 July (F) | 1.8 | Introduction to linear transofrmations |
7 | 12 July (M) | 1.9 | Matrix of a linear transformation |
8 | 14 July (W) | 2.1 | Matrix operations |
9 | 16 July (F) | 2.2 | The inverse of a matrix |
10 | 19 July (M) | 2.3 | Characterization of invertiable matrices |
11 | 21 July (W) | 3.1 | Determinants |
12 | 23 July (F) | 3.2, 4.1 | Properties of determinants and Vector Spaces |
13 | 26 July (M) | 4.2 | Null space, column spaces, and linear transformations |
27 July (Tu) | >Midterm 1 | ||
14 | 28 July (W) | 4.3 | Linear independent sets; bases |
15 | 30 July (F) | 4.4 | Coordinate systems |