MATH 383 section 3
Fall 2023
DIFFERENTIAL EQUATIONS
Instructor: L. Rozansky
Office: Chapman 433
Phone: 962-9616 email: rozansky@math.unc.edu
Class hours: MWF: 12:20 – 1:10 p.m. at Phillips 332
Office hours: MW: 11:00 – 12:00 p.m. or by appointment by Zoom
Zoom: Invite Link
https://unc.zoom.us/j/99952405857?pwd=NWZPQnZOeEhGWkV3ZkhTZ0Z2b20
5UT09
Passcode: 641553
The lectures will be recorded, the recordings and the notes will be uploaded to
sakai.unc.edu.
Text: Differential Equations and Linear Algebra by Edwards, Penney and Calvis
Course description: This course covers subjects in linear algebra and
differential equations. For linear algebra we cover linear space, linear equation,
linear transformation and determinants. For differential equations we cover first
order differential equations, linear differential equations and systems of linear
differential equations. The material will include sections from Chapters 1, 3, 4, 5,
6, 7, 8.
Homework is assigned at www.pearson.com/mylab. The course ID is
rozansky42314
Instructions:
To register for MATH 383. First Course in Differential Equations.:
1. Go to https://mlm.pearson.com/enrollment/rozansky42314.
2. Sign in with your Pearson student account or create your account. Instructors, use or
create a Pearson student account to register as a student. Don't use your instructor
account.
3. Select any available access option, if asked.
o
Enter a prepaid access code that came with your textbook or from the
bookstore.
o
Buy instant access using a credit card or PayPal.
o
Select Get temporary access without payment for 14 days.
4. Select Go to my course.
5. Select MATH 383. First Course in Differential Equations. from My Courses.
If you contact Pearson Support, give them the course ID: rozansky42314
The homework will be worth 30 points.
Approximate Exam days:
Exam 1: Friday, Sept. 22
Exam 2: Friday, Oct. 27
Each exam is worth approximately 75 points.
Final Exam: There will be a final examination in the course scheduled at 8:00
—11:00 am on Monday, December 11. Under no circumstances will the final
exam or the make-up be given early. The final exam will be cumulative and worth
approximately 150 points.
Honor Code: It is expected that each student in this class will conduct him or
herself within the guidelines of the Honor System. All academic work should be
done with the high level of honesty and integrity that this University demands.