- Register Online as a Volunteer Note-Taker at this link
- Select your course and click Register
- Upload your notes after every class

as.notetaking@utoronto.ca

Or call 416-978-6186 if you have questions or require any assistance. Volunteers may receive co-curricular credit or a certificate of appreciation. Your support is much appreciated!

- Do examples with long division of polynomials, finding roots.
- Show that $\mathbb{Z}_2$ is a subfield of the field with $4$ elements.
- The characteristic of a finite field $F$ is the smallest number $p$ such that $1+1+\ldots+1=0$ (with $p$ summands). Show that the characteristic is a prime number, and $\mathbb{Z}_p$ is a subfield of $F$.