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Section 3 Course topics

The following table provides a list of the topics we'll attempt to cover in Math 1410, along with the dates I think we'll get to them, where they can be found in the textbook, and suggested 1  homework exercises.

In other words, problems that will increase your understanding of the material, and performance on the tests. You don't have to do them all.
January 7 Introduction and review Chapter 1
Homework: 1.2 1–19 (odd); 1.3 1–17 (odd)
January 9 Introduction to vectors 3.1, 3.2
Homework: 3.2 6–11, 16–24
January 14 Dot and cross products 3.3, 3.4
Homework: 3.3 5–23 (odd), 27–32; 3.4 7–14, 21–29
January 16 Lines in three dimensions 3.5
Homework: 3.5 5–28
January 21 Planes in three dimensions 3.6
Homework: 3.6 3–30
January 23 Systems of linear equations 4.1, 4.2
Homework: 4.1 1–13 (odd); 4.2 1–24
January 28 Gaussian elimination 4.3, 4.4
Homework: 4.3 1–22; 4.4 1–18
January 30 Test #1 Chapter 3
February 4 Vector solutions 4.5, 4.5
Homework: 4.6 1–28
February 6 Matrix algebra 5.1, 5.2
Homework: 5.1 1–21; 5.2 1–43
February 11 Matrix inverses 5.3, 5.4
Homework: 5.3 1–11; 5.4 9–35
February 13 Properties of the inverse 5.5, 5.6
Homework: 5.5 1–9; 5.6 1–15
February 25 Matrix transformations 6.1
Homework: 6.1 1–18
February 27 Test 2 Chapters 4 and 5
March 3 Linear transformations 6.2
Homework: 6.2 1–11
March 5 Null space and column space 6.4
Homework: 6.4 1–8
March 10 Transpose and trace 7.1, 7.2
Homework: 7.1 1–23 (odd); 7.2 1–19 (odd)
March 12 Determinants 7.3, 7.4
Homework: 7.3 1–23 (odd); 7.4 1–29 (odd)
March 17 Applications of determinants 7.5
Homework: 7.5 1–17
March 19 Eigenvalues and eigenvectors 8.1
Homework: 1.2 1–28
March 24 Eigenvalues and eigenvectors 2.1, 8.2
Homework: 2.1 1–35 (odd); 8.1 1–6
March 26 Test 3 Chapters 6 and 7
March 31 Diagonalization 8.3
Homework: 8.3 1–8
April 2 Review
Table 3.1. Math 1410 topics schedule for Spring 2020