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2023 Spring MAT 2680 Differential Equations Reitz
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Table of Laplace Transforms
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Course Profile
Home
Course Info
Meet Your Professor
Syllabus
Grading Policy
Contact Info
Schedule
Course Activities
Class Agendas
Announcements
Surveys & Quizzes
Help & Resources
Prof. Reitz’ Lecture planning
Table of Laplace Transforms
Course Hub
Online Lessons
Final Exam Review
Textbook
WeBWorK – online homework
Main WeBWorK site
WeBWorK Guide for Students
Homework help – Q&A site
Tutoring
Desmos – online calculator
College Resources
OpenLab Help
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2/21/2023
February 21, 2023
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February 2023
Tue
21
February 21, 2023 @ 11:59 pm
WeBWorK: Homogeneous-YoverX
Tue
21
February 21, 2023 @ 11:59 pm
WeBWorK: Bernoulli-nosub
Wed
22
February 22, 2023 @ 11:59 pm
WeBWorK: Exact
Mon
27
February 27, 2023 @ 11:30 am
Exam 1
March 2023
Wed
1
March 1, 2023 @ 11:59 pm
WeBWorK: Modeling – Cooling
Wed
8
March 8, 2023 @ 11:59 pm
WeBWorK: Euler’s Method – Trench
Wed
22
March 22, 2023 @ 11:59 pm
WeBWorK: Basic Second Order
Mon
27
March 27, 2023 @ 11:59 pm
WeBWorK: SecondOrderRepeated and SecondOrderComplex
Wed
29
March 29, 2023 @ 11:30 am
Exam #2
April 2023
Mon
3
April 3, 2023 @ 11:30 am
Numerical Methods Project
Mon
3
April 3, 2023 @ 11:59 pm
WeBWorK: Second Order Nonhomogeneous
Mon
17
April 17, 2023 @ 11:59 pm
WeBWorK: Reduction of Order – Trench
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2023 Spring MAT 2680 Differential Equations Reitz
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