Monkeys, chimps, just get rid of the hairy creatures.

But doesn't it make you think of hairy chests and things?

Oh, I hope I don't find any hairy little things living up here.

You'll see a lot of these differential equation problems that get kind of hairy.

No hairy fruits!

That was hairy.

And this just can get hairy, so I really hope I don't make any careless mistakes.

It's a little hairy.

So let's substitute that back in, and we get this is going to get hairy actually, it already is hairy y is equal to minus e to the minus st over s, sine of at, plus a over s, times OK.

little bit hairy solid geometry.

3x3 becomes a little hairy.

This really is quite hairy.

Nasty, filthy, hairy. A local.

I don't like Gauls. Hairy.

Get your things. My things?

Let's do a nice, hairy problem.

So this one looks all hairy.

They're hairy, smelly, fast and strong.

Our ancestors were short, hairy apes.

Rough, hairy beasts with eight hands.

Get your things.

Our ribbon is a hairy ribbon. (Laughter)

We got all of this hairy mess.

Let's do one more slightly hairy one.

We finally have solved our very hairy problem.

This looks like a little hairy beast here.

Then things get tense.

If things get worse...

Get your things ready.

I'll get your things.

They get things done.

I'll get my things.

I'll get your things.

Oh, things get around.

Well get our things.

Go get your things.

I'll get my things.

And so we get, the point at which they intersect, our normal line and our parabola, and this is quite a hairy problem.

It'll be very hairy and I'll make careless mistakes.

It would have been equally hairy or non intuitive.

I'll continue this hairy problem in the next video.

It was truly him... with hairy legs and horns.

Things can certainly get grim.

Things get done very quickly.

How bad can things get?