Contact

Phone: 470-578-7235

Email: mlavrov@kennesaw.edu

Office Location: D 245

Office Hours:
Check the course pages for information about office hours for my classes, or send me an email to make an appointment.

Math 3204: Calculus IV (Fall 2024)

General Information

Instructor: Mikhail Lavrov
Location: Mathematics 120
Lecture times: 2:00pm to 3:15pm on Tuesday and Thursday
Textbook: Thomas' Calculus, Early Transcendentals, by Joel Hass, Christopher Heil, and Maurice D. Weir (14th edition).
Office hours: 12:00pm to 2:00pm on Wednesday.
D2L page: https://kennesaw.view.usg.edu/d2l/home/3287614.

D2L will be used to submit assignments (these will be posted both here and on D2L, for convenience) and to view grades. The syllabus will also be posted there.

During the scheduled office hours, you should feel free to show up with no notice if you have questions of any kind.

If it turns out you are not available during that time, begin by emailing me; if your questions are easy to answer by email, I will do that, and if not, we can find another time to meet. (Allow some time for me to check my email.)

Homework and Exams

There will be eight homework assignments, two midterm exams, and one final exam; the dates are marked below.

I will post the homework assignments here and on D2L; they are always due on Friday at 11:59pm, via D2L.

Exams will be given in person during our ordinary 75-minute class period.

Detailed Schedule

A number like HHW 12.3 indicates material covered in Chapter 12, section 3 of the textbook. We are going through some difficult material slowly and carefully here, so every note like this applies to a set of 2-3 lectures at once.

The schedule below has links to lecture notes for every day of the semester, so that you can read ahead if you like. These will be updated as we go, and I will keep a log of the changes I make.

Note 9/27: Due to the day we missed on account of weather, we'll have one fewer lecture, and I've decided to skip lecture 15 (containing further examples and applications of Green's theorem) to fit in the rest of the material. To make life easier on my end, I will not change the numbers of lectures 16-28. If you are interested in the missed content, you can still read it here.

 

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