| Date | Sections | Homework |
| August 20,22,24 | §1.1 Systems of Linear Equations
§1.2 Matrices §1.3 Matrix Multiplication |
p.8 ##1,11,15,17
p.19 ##4,7 p.30 ##2,4,11,24,32 |
| Aug. 27,29,31 | §1.4 Properties of Matrix Operations
§1.5 Special Types of Matrices §1.6 Matrix Transformations |
p.40 ##9,14,19,22,36
p.52 ##3,6,13,15,18,22,34 p.62 ##2,6,10,16,19 |
| September 5,7 | §2.1 Echelon Form of a Matrix
§2.2 Solving Linear Systems |
p.94 ##1,3,5,13
p.113 ##1,3,7,11,15,21 |
| September 10,12,14 | §2.3 Elementary Matrices
§3.1 Definition of Determinants §3.2 Properties of Determinants |
p.124 ##2,5,7,9,12,14,19
p.145 ##1,3,9,11 p.154 ##1,7,9,14,23,30 |
| September 17,19,21 | §3.3 Cofactor Expansion
§3.4 Inverse of a Matrix §3.5 Applications of Determinants |
p.164 ##1,4,5,7,9
p.169 ##2,3,4,9 p.172 ##1,3 |
| September 24,26,28 | Review
Midterm I, September 26 §4.1 Vectors in the Plane and Space |
|
| October 1,3 | §4.2 Vector Spaces
§4.3 Subspaces |
p.187 ##5,11,16
p.196 ##1,3,8,10,19 p.205 ##1,3,5,9,13,14,15 |
| October 8,10,12 | §4.4 Span
§4.5 Linear Independence |
p.215 ##1,2,4,5,8,11
p.227 ##1,3,5,11,17 |
| October 15,17,19 | §4.6 Basis and Dimension
§4.7 Homogeneous Systems |
p.242 ##1,6,7,9,14,20
p.252 ##3,4,5,8,17 |
| October 22,24,26 | §4.8 Coordinates and Isomorphisms
§4.9 Rank of a Matrix |
p.267 ##1,2,3,7,9,32,33
p.282 ##1,2,5,9,13,21,31 |
| Oct. 29,31, Nov. 2 | Review
Midterm II, October 31 |
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| November 5,7,9 | §6.1 Definition and Examples
§6.2 Kernel and Range |
p.372 ##1,3,7,11,13,15
p.387 ##1,3,5,7,9,17,22 |
| November 12,14 | §6.3 Matrix of a Linear Transformation
§6.5 Similarity |
p.397 ##3,5,6,7,13
p.413 ##1,5,9 |
| November 19 |
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| Nov. 26,28,30 | §7.1 Eigenvalues and Eigenvectors
§7.2 Diagonalization and Similar Matrices |
p.450 ##1,5,7,9,11
p.461 ##1,3,7,9,15 |
| December 3,5,7 |
Review for the Final |
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| Final Exam: | 3333-002, December 12, 1:30-3:30pm | |