This is the introductory course for math majors at the University of Arizona, which I taught during Spring 2020. We followed Lay, Lay and MacDonald's "Linear algebra and its applications, 5e". The assignments are in this folder.
A first semester calculus course at the University of Arizona, mostly aimed at students majoring in engineering, math and physics, which I taught in Fall 2019. We followed Hughes-Hallett et al.'s "Calculus - Single variable, 6e". The written homework that I assigned is here.
I taught and coordinated this course with O. Esentepe at the University of Toronto (the syllabus looked like this).
The main reference that we used is Damiano and Little's "A Course in Linear Algebra", a great Dover book with many enlightening examples and solutions to the exercises. There's a little mistake in the proof of the existence of the Jordan canonical form though.
Below are the complementary problems that I included in the weekly practice exercises (I got many of them from Schaum's outline of linear algebra by Lipschutz).
I TA'd this course for Prof. Bar-Natan. The main reference was Munkres' "Analysis on Manifolds", which is globally a very good reference, as long as it is complemented by appropriate exercises.
The problem sets that I made for the tutorials are in this folder. Unfortunately, I can't remember where I found those exercises, and I used many references (most of which are classics).