What was the most interesting part of the material for you?
It was fun to read about how the various theorems in this section were proved in pieces and then completely over a long period of time. Also, it makes a lot of sense that the power set of the natural numbers and the set of real numbers are numerically equivalent, so it's cool to see that that's true.
What was the most difficult part of the material for you?
I have a hard time understanding the Axiom of Choice. It seems rather trivial to my understanding, so I'm sure I don't quite understand what the statement means. I'll enjoy talking about it in class today.
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