The schedule is tentative and subject to change.

 

Weekly Schedule
Day Special Notes Section
Fri (1/4)
  1. Lec 2 Notes
  2. Practice Problems
Section 1.1 : Linear Systems of Equations
Mon (1/7) Lec 2 Notes Section 1.2 : Gauss-Jordan Elimination
Wed (1/9) Lec 2 Notes Section 1.3 : Matrix Algebra
Fri (1/11) Lec 2 Notes Section 2.1 Linear Transformations & their inverses : Matrix Algebra
Mon (1/14) Homework 1 due Lec 2 Notes Section 2.2 : Linear Transformations in Geometry
Wed (1/16) Lec 2 Notes Section 2.3 : The Inverse of a Linear Transformation
Fri (1/18) Lec 2 Notes Section 2.4 : Matrix Products
Mon (1/21) MLK day No Class
Wed (1/23) Homework 2 due Lec 2 Notes Section 3.1 : Image and Kernel of a Linear Transformation
Fri (1/25) Lec 2 Notes Section 3.2 : Bases and Linear Independence
Mon (1/28) Homework 3 due Section 3.2 continued
Wed (1/30) Lec 2 Notes Section 3.3 : Dimension of Subspaces
Fri (2/1) Lec 2 Notes Section 3.3 continued
Mon (2/4) Homework 4 due Review for Midterm 1
Wed (2/6) Midterm 1 Midterm 1 (Chapters 1-3)
Fri (2/8) Lec 2 Notes Section 3.4 : Coordinates
Mon (2/11) Lec 2 Notes Section 3.4 continued
Wed (2/13) Lec 2 Notes Section 5.1 : Orthogonal Projections and Orthogonal Bases
Fri (2/15) Lec 2 Notes Section 5.1 continued
Mon (2/18) Homework 5 due Lec 2 Notes Section 5.2 : Gram-Schmidt Process
Wed (2/20) Lec 2 Notes Section 5.3 : Othogonal Transformations
Fri (2/22) Lec 2 Notes Section 5.3 : Orthogonal Transformations in the Plane
Mon (3/3) Homework 6 due Lec 2 Notes Section 5.3 : Orthogonal Projections
Wed (3/5) Lec 2 Notes Section 5.3 : Orthogonal Transformations
Fri (3/7) Lec 2 Notes Review
Mon (3/10) Homework 7 due Review
Wed (3/12) Midterm 2 Midterm 2 (Chapters 3, 5)
Fri (3/14) Lec 2 Notes Section 6.1 : Introduction to Determinants
Mon (3/17) Lec 2 Notes Section 6.2 : Properties of Determinants
Wed (3/19) Lec 2 Notes Section 6.2 : Properties of Determinants
Fri (3/21) Lec 2 Notes Section 7.1 : Dynamical Systems and Eigenvectors
Mon (3/24) Homework 8 due Lec 2 Notes Section 7.2 : Finding Eigenvalues
Wed (3/26) Lec 2 Notes Section 7.3 Finding Eigenvectors
Fri (3/28) Lec 2 Notes Section 7.4 : Diagonalization
Mon (3/31) Homework 9 due Lec 2 Notes Section 7.5 : Complex Eigenvalues
Wed (4/2) Lec 2 Notes Section 7.6 : Stability
Fri (4/4) Lec 2 Notes Section 7.6 : continued
Mon (4/7) Homework 10 due Lec 2 Notes TBA
Wed (4/9) Lec 2 Notes TBA
Fri (4/11) TBA
Mon (4/14) Homework 11 due Review