Pretty easy, overall.
Course Overview:
The course is taught at an easy pace and in every class our instructor walked us through one example of the theory we were working with while also giving an easy proof that made it easy to understand why it something was true. The entire second part of the semester was spent working examples for problems requiring Green's Theorem, Stokes Theorem and Divergence Theorem and solving these problems in a myriad of ways as well.
Course highlights:
I learned fundamentally how to solve problems requiring Green's Theorem, Stokes Theorem and Divergence Theorem in coordinate systems depending on what would be easier as well as corollaries for the various theorems stated above. Highlights included the pace of the course and the willingness of the teacher to engage students in the course.
Hours per week:
3-5 hours
Advice for students:
Doing the weekly homework assignment is very important. Most homework problems were at the same level or slightly more difficult than the exam problems. Treat the homework as a quiz and you will do well.
Not too easy. Not too difficult.
Course Overview:
Definitely recommend if you have to take it. Sohei is pretty blunt and be ready to be proved wrong. He has great intentions for his students, that can either make you rise to the challenge or kind of mosey on through.
Course highlights:
Derivatives and solving for the original equation through a variety of methods.
Hours per week:
6-8 hours
Advice for students:
Go to his office hours to check your hw answers. This is the only grade you wiill recieve esides exams, so you will want a buffer. Don't slack after the first exam!! Keep practicing and going to office hours / reviews.