Daily Schedule

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.

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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