learned, or that you hopefully learned, in your first semester calculus course.

I took calculus and philosophy.

You know, calculus is wonderful.

learning about the techniques of calculus,

The best known is situation calculus.

No calculus, I'll cut out that.

Learning calculus requires a lot of practice.

Norvig The final problem involves situation calculus.

But you eventually end up in calculus.

I'll pay you back with my calculus notes.

And at top of that pyramid, it's calculus.

I swallowed my pride, and I learned calculus.

So calculus has traditionally been taught very late.

You could do it with calculus, if you had, if you had calculus at your, at your, at your fingertips.

And especially in a first year calculus or differential course, we're probably going to be dealing with continuous functions in soon. our domain.

If Isaac Newton had done YouTube videos on calculus,

So this is what differential calculus is all about.

So I have students who are learning calculus already.

If Isaac Newton had done YouTube videos on calculus,

I'm guessing that some of you all have already dealt with vectors in your calculus or your pre calculus or your physics classes.

So let me right down the fundamental theorem of calculus.

Isaac Newton and Gottfried Leibniz both invented calculus around 1684

When I was a kid, I was a calculus whiz.

This is actually from one of the original calculus videos.

Newton and Leibniz, independently without knowing each other, invented calculus.

Course by course

Now to elaborate on this, we're going to need to use a little bit of calculus, so if you don't know calculus, don't be intimidated.

I mean, don't get me wrong. Calculus is an important subject.

The laws of nature are written in the language of calculus.

And he goes, Ahh, okay okay, eehto, World History, ehh, Calculus,

It's really the idea that all of calculus is based upon.

Let's keep going with our 2008 Calculus BC free answer questions.

Let's now expand our knowledge of calculus to the third dimension.

Of course, of course.

You saw it in calculus, and we plotted them and whatever not.

They start kind of pattern matching their way through algebra or calculus.

So the question is, well, how do we apply calculus to surfaces?

Well, he did teach himself calculus without even using his textbooks, so...

Of course. Of course. ( dials )

Well of course, of course.

Yes, of course. Of course.

Course

Of course not, of course not.

UE Oh of course, of course.

Follow the calculus tag on Tumblr, and yes, you will see people complaining about calculus, but you'll also see people re blogging those complaints, making the argument that calculus is interesting and beautiful, and here's a way in to thinking about the problem that you find unsolvable.