The schedule below is only tentative and the content may change. Please check this page regularly for updates.
Day 01 - Monday 01/08 - Sections 1.1 and 1.2: Intro to ODEs and the Initial Value Problem (IVP)
No discussion this week. Please work on Worksheet 0 which is available from Canvas instead
Day 02 - Wednesday 01/10 - Sections 1.2 and 1.3: IVP (cont.) and Direction Field
Day 03 - Friday 01/12 - Section 2.2: Separable Equations
Worksheet 0 due Friday 01/12 at 11:59pm on Gradescope
Monday 01/15 - Martin Luther King Jr. Holiday - no lecture, no discussion, no office hour
Day 04 - Wednesday 01/17 - Section 2.3: First-order Linear ODEs
Day 05 - Friday 01/19 - Section 2.4: Exact Equations
Homework 1 due Friday 01/19 at 11:59pm on Pearson MyLab
Day 06 - Monday 01/22 - 2.4 (cont.) - Sections 4.2 and 4.3: Homogeneous 2nd-Order Linear Equations
Discussion 1 - Friday 01/26
Day 07 - Wednesday 01/24 - Sections 4.2 and 4.3 (cont.)
MatLab 1 due Wednesday 01/24 at 11:59pm on Gradescope
Day 08 - Friday 01/26 - 4.2 and 4.3 (cont.); 4.4 and 4.5: Non-homogeneous Equations and the Method of Undetermined Coefficients
Homework 2 due Friday 01/26 at 11:59pm on Pearson MyLab
Day 09 - Monday 01/29 - Section 4.5: Method of Undetermined Coefficients and the Principle of Superposition
Discussion 2 - Monday 01/29 //End of Midterm 1 materials
Day 10 - Wednesday 01/31 - 4.5 (cont.); Midterm 1 Review
Day 11 - Friday 02/02 - Section 4.6: Method of Variation of Parameters
Midterm 1: Friday 02/02, 6:00 - 8:00pm in MOS 0114 (cover materials from Days 01-10, HWs 1-3, and DIs 1, 2)
Homework 3 due Friday 02/02 at 11:59pm on Pearson MyLab
Day 12 - Monday 02/05 - Section 4.7: Cauchy-Euler Equations
Discussion 3 - Monday 02/05
Day 13 - Wednesday 02/07 - Sections 4.7: Reduction of Order
MatLab 2 due Wednesday 02/07 at 11:59pm on Gradescope
Day 14 - Friday 02/09 - 9.1 - Matrices and Systems of Linear ODEs
Homework 4 due Friday 02/09 at 11:59pm on Pearson MyLab
Day 15 - Monday 02/12 - Sections 9.2 and 9.3: A Crash Course in Linear Algebra - Fundamental Operations (recordings) and Eigenvalues & Eigenvectors ("live" lecture)
Discussion 4 - Monday 02/12
Day 16 - Wednesday 02/14 - Sections 9.4, 9.5, and 9.6: Matrix Method for Linear Systems - the case of distinct, real-valued eigenvalues
Day 17 - Friday 02/16 - Sections 9.4, 9.5, and 9.6: Matrix Method for Linear Systems - the case of complex eigenvalues
Homework 5 due Friday 02/16 at 11:59pm on Pearson MyLab
Monday 02/19 - Presidents' Day - no lecture, no discussion, no office hour
Day 18 - Wednesday 02/21 - Sections 9.4, 9.5, and 9.6: Matrix Method for Linear Systems - the case of repeated eigenvalues
MatLab 3 due Wednesday 02/21 at 11:59pm on Gradescope
Day 19 - Friday 02/23 - More on the case of repeated evals + Section 9.7: Non-homogeneous Linear Systems
Homework 6 due Friday 02/23 at 11:59pm on Pearson MyLab
Day 20 - Monday 02/26 - Section 9.7 (cont.) and Midterm 2 Review
Discussion 5 - Monday 02/26 //End of Midterm 2 materials (note: 9.7 is NOT part of Midterm 2)
Day 21 - Wednesday 02/28 - Sections 7.2 + 7.3: Definition and properties of Laplace Transforms
Day 22 - Friday 03/01 - Sections 7.2 + 7.3 (cont.)
Midterm 2: Friday 03/01, 6:00 - 8:00pm in MOS 0114 (cover materials from Days 11-20, HWs 4-7, and DIs 3-5)
Homework 7 due Friday 03/01 Sunday 03/03 at 11:59pm on Pearson MyLab (this change was made so that students have more time to work on the exercises from Section 9.7 after the second midterm)
Day 23 - Monday 03/04 - Sections 7.4 + 7.5: Inverse Laplace Transform and its application in solving IVP
Discussion 6 - Monday 03/04
Day 24 - Wednesday 03/06 - Sections 7.4 + 7.5 (cont.)
MatLab 4 due Wednesday 03/06 at 11:59pm on Gradescope
Day 25 - Friday 03/08 - Sections 7.6 and 7.7: Laplace Transform of Unit Step Functions
Homework 8 due Friday 03/08 at 11:59pm on Pearson MyLab
Day 26 - Monday 03/11 - Sections 7.7 (cont.)
Discussion 7 - Monday 03/11
Day 27 - Wednesday 03/13 - 7.9 - Laplace Transform Dirac Delta Function
MatLab Quiz: from 0:00am Wednesday 03/13 to 11:59pm Thursday 03/14
Day 28 - Friday 13/15 - Section 7.9 (cont.) and some review on Laplace transform
Homework 9 due Friday 03/15 at 11:59pm on Pearson MyLab
Homework 10 due Friday 03/22 at 2:59pm (notice the earlier due time)
Final Exam: Friday 03/22 from 3:00pm to 6:00pm in Ledden Auditorium (our regular lecture hall)