Syllabus
Course Canvas site
Course WebWork site
Course calendar:
| Tuesday | Thursday | |
|---|---|---|
| Week 1 | Jan 13: First day of class! Vectors and vector algebra |
Jan 15: Systems of linear equations Webwork 1 due |
| Week 2 | Jan 20: More systems of linear equations, intro to matrix multiplication | Jan 22: Intro to Python in Linear Algebra, more matrix algebra Conceptual assignment 1 due |
| Week 3 | Jan 27: Theorems about matrices Webwork 2 due |
Jan 29: Invertible matrices Conceptual assignment 2 due |
| Week 4 | Feb 3: Quiz 1 on vectors and linear systems The Awesome Invertible Matrix Theorem |
Feb 5: Invertible matrices Applied assignment 1 due, Webwork 3 due |
| Week 5 | Feb 10: Linear independence, intro to Markov chains | Feb 12: More linear independence Conceptual assignment 3 due |
| Week 6 | Feb 17: Subspaces Applied assignment 2 due |
Feb 19: No class today! |
| Week 7 | Feb 24: Quiz 2 on matrix algebra and subspaces, linear transformations Webwork 4 due |
Feb 26: Linear transformations part 2 |
| Week 8 | Mar 3: Kernel, null space, column space, injective and surjective linear transformations | Mar 5: Theorems about null space, column space, etc. Webwork 5 due |
| Week 9 | Mar 10: Basis and dimension Applied assignment 3 due |
Mar 12: Quiz 3 in class today Orthogonal complements and fundamental theorems |
| Week 10 | Mar 17: Intro to computer graphics using homogeneous coordinates Conceptual homework 4 due |
Mar 19: Determinants Webwork 6 due |
| Spring break! |