Section 7.10, due on November 22

The most difficult part of this section was following all of the long proofs and trying to keep up with what was going on. I also don't really think I fully understand what the Alternating Group is and so some of the theorems made sense, but I didn't really understand the full implications behind them.

The most interesting part of this section was Lemma 7.53. I just thought it was interesting that even some An with n even has this property that every element is the product of 3-cycles. I also thought it was interesting to think about how all of these different theorems/lemmas of this section would apply to other areas and how they help.