This week, again, so a long table of contents.
The idea is that every bullet should cover one minute,
so if you'd like to look at a specific topic go to that minute mark
and hopefully it's there.
Clearly we'll be off by a minute since we start at zero minutes.
We'll talk about divisibility theorems, converses, “if and only if”’s.
We spent a lecture talking about sets, those are pretty important,
and they’ll be used throughout your mathematical career.
Quantified statements, again, another core concept of mathematics, in general.
So we'll talk about “for all” and “there exists”.
We'll talk about assuming “for all” statements, we'll talk about
domain and how it's important for problems,
and then we'll talk about approach to quantified statement problems,
if you're trying to prove or disprove them, how do you do that?
Then we'll talk about negating and nesting quantifiers to finish up the week.