Math 290 Spring 2022: Daily Schedule
The schedule below is a proposed schedule for the semester and is subject to change. Students will be notified of any significant changes.
Date Topics covered Class Notes Sections Covered Homework Online Homework Due Jan 19 Solutions to linear equations Lecture 1 Section 1.1 Homework 1 Jan 23 Jan 24 Quiz 1 & Solutions & Gaussian Elimination Lecture 2 Sections 1.1 & 1.2 Homework 2 Jan 30 Jan 26 Gaussian Elimination Lecture 3 Section 1.2 Homework 3 Jan 30 Jan 31 Quiz 2 & Homogenoeus Equations Lecture 4 Section 1.3 Homework 4 Feb 6 Feb 2 Class Cancelled Feb 7 Quiz 3 & Properties of Matrices Lecture 5 Sections 2.1 & 2.3 Homework 5 Feb 13 Feb 9 Properties of Matrices Lecture 6 Sections 2.3 & 2.4 Homework 6 Feb 13 Feb 14 Quiz 4 & Matrix Inverses Lecture 7 Section 2.4 Homework 7 Feb 20 Feb 16 Matrix Inverses & Elementary Matrices Lecture 8 Sections 2.4, 2.5 Homework 8 Feb 20 Feb 21 Quiz 5 & Review for Midterm 1 What to know Feb 23 Midterm Exam 1 Feb 28 Determinants Lecture 9 Section 3.1 Homework 9 March 6 March 2 Diagonalization + Eigenvalues Lecture 10 Section 3.3 Homework 10 March 6 March 7 Quiz 6 & Diagonalization + Eigenvalues Lecture 11 Section 3.3 Homework 11 March 13 March 9 Diagonalization + Eigenvalues Lecture 12 Section 3.3 Homework 12 March 13 March 14 Spring break March 16 Spring break March 21 Quiz 7 & Applications to Differential Equations Lecture 13 Section 3.5 Homework 13 March 27 March 23 Applications to Differential Equations Lecture 14 Sections 3.5 Homework 14 March 27 March 28 Quiz 8 & Subspaces of Euclidean Space and Spanning Lecture 15 Section 5.1 Homework 15 April 3 March 30 Subspaces, spanning and linear independence Lecture 16 Section 5.2 Homework 16 April 3 April 4 Quiz 9 & Linear Independence, Bases and Dimension Lecture 17 Sections 5.1 & 5.2 Homework 17 April 10 April 6 Bases and Dimension Lecture 18 Section 5.2 Homework 18 April 10 April 11 Quiz 10 & Bases and Dimension Continued Lecture 19 Section 5.2 Homework 19 April 17 April 13 Orthogonality Lecture 20 Sections 8.1 Homework 20 April 17 April 18 Quiz 11 & Review for Midterm 2 Exam 2 Review April 20 Midterm Exam 2 April 25 The Gram-Schmidt Process Lecture 21 Section 8.2 Homework 21 May 1 April 27 Applications of Orthogonalization Lecture 22 Sections 5.6 & 8.2 Homework 22 May 1 May 2 Quiz 12 & Overview of Final Exam Final Exam Info May 4 Last Class Day Information Last Day Information May 10 Final Exam: 7:30-10am, Snow Hall 120