Matthew Weaver
Email: weaver24@purde.edu
Tuesday and Wednesday 12:00 -1:00pm
1/18 No Class
Week 1 1/20 1.1 Systems of Linear Equations
1/25 1.2 Echelon Forms
Week 2 1/27 1.3 Vector Equations
1/29 1.4 Matrix Equations Homework 1,2,3
2/1 1.5 Solutions Sets of Linear Systems Homework 4
Week 3 2/3 1.7 Linear Independence Homework 5
2/5 1.8 Linear Transformations Homework 6
2/8 1.9 Matrix of a Linear Transformation Homework 7
Week 4 2/10 2.1 Matrix Operations Homework 8
2/12 2.2/2.3 Inverses and Invertible Matrices Homework 9
2/15 2.8 Subspaces of R^n Homework 10
Week 5 2/17 Reading Day  (no class)
2/19 2.9 Dimension and Rank Homework 11
2/22 3.1 Introduction to Determinants Homework 12
Week 6 2/24 3.2 Properties of Determinants Homework 13
2/26 3.3 Cramer's Rule, Volume, and Linear Transformations Homework 14
3/1 Review Homework 15
Week 7 3/3 Exam 1
3/8 4.2 Null spaces and Column Spaces Homework 16
Week 8 3/10 4.2 Vector Spaces and Linear Transformations Homework 17
3/12 4.3 Linear Independence and Bases Homework 18
3/15 4.5 Dimension of a Vector Space Homework 19
Week 9 3/17 5.1 Eigenvectors and Eigenvalues Homework 20
3/19 5.2 Characteristic Equations Homework 21
3/22 5.3 Diagonalization Homework 22
Week 10 3/24 5.4 Eigenvalues and Linear Transformations Homework 23
3/26 App. B Complex Numbers Homework 24
3/29 5.5 Complex Eigenvalues Homework 25
Week 11 3/31 5.7 Applications to Differential Equations Homework 26
4/2 5.7 Applications to Differential Equations (Part II) Homework 27
4/5 Review Homework 28
Week 12 4/7 Exam 2
4/12 6.2 Orthogonal Sets Homework 29
Week 13 4/14 6.3 Orthogonal Projections Homework 30
4/16 6.4 Gram-Schmidt Process Homework 31
4/19 6.5 Method of Least Squares Homework 32
Week 14 4/21 6.7 Inner Product Spaces Homework 33
4/23 7.1 Diagonalization of Symmetric Matrices Homework 34
4/26 Review Homework 35
Week 15 4/28 Review Homework 36
4/30 Review