Let me see it.

line integral through a vector field, or using vector functions, in the next video.

Let's make a wish, babycakes.

I just subtracted 750 from both sides of this equation.

Let me...

Maybe I should have a gander.

Oh, hey, let me get that.

Let us remember.

Let me see that.

Let me ask you a question.

So in this situation, you have a slope of negative 1.

And sometimes you'll hear the word enthalpy.

Let's see what we'll pay if we continuously compound for multiple years, at a rate of r percent per year.

So let's just work through it and see if he got it right or if he made a mistake.

We're looking for all of these in that torture string I made up earlier.

And I will now show you how to calculate it.

You should actually go all the way up to twelve in both directions.

I need to cut it 16 times.

We are ready to add.

In this case, we won't end up with anything repeating.

What if I want to construct more fancy unit functions or more fancy step functions?

If I get 20 of these, then it's going to be the same length.

You have to survey the whole history of the universe.

You'll need to look at the grammar and the input to check and see if the state is correct.

I've changed my mind about that harpooneer. I shan't sleep with him.

Let's do it.

Let's try it.

Let's have a try.

Let's try!

Let's try.

It turned into this straight up subtraction problem.

That's our radius, and we're ready to graph this circle.

How does k and a and b relate to these right there?

Well, we could take this section and divide it into thirds.

But they do care about it being perpendicular.

You know, this outside.

So 9 there.

The square root of this.

I can also show you what the GQL for this line would look like.

And for a, although a is pretty easy.

This is maybe a little tough.

Can we factor that top expression?

They want us to do it again.

I don't know, what is that?

You would use a quadratic equation here.