2.4.5, due on September 16

It's nice that we just talked about cyclic groups and that they were near enough to the end of abstract algebra that I remember them better than a lot of things. It's cool how we can use algebra to prove number theory as well as using number theory to prove algebra. The subjects are very interconnected if we choose to look at these relationships. I find this helpful since I did understand most of the things from abstract algebra, so when I can rely upon that knowledge, it makes it easier to learn the new things. The hardest things from this section is that I know I understood these theorems and could remember all of the "rules" at one point, and so it's frustrating when I can't remember them in as detailed of a way as I would like to.