We could put it over here.

So x goes up by 1, y goes up by 3.

As you get above 3, that's like going above zero.

We saw that over here.

And up there?

You go up, up, up, up, up, up, up. 50.

I'll write it up here.

It's going to be right up here.

And then what is this going to be up here, this point up here, that point up here?

I just made this up.

Let me draw it up here.

This top 7 times 1 is just equal to 7.

Let me put it at the top of this right there and paste it.

We have grams up here.

Let me write this up here.

It says dreams at the top.

And that's this top one right over here

I give you Congo, which was high,

The top is the German.

We did that already up here.

Bobby, what are you doing up?

Up, up, up now.

Tip top!

So at this point right here, we are concave upwards.

This is the exact same thing as this thing up here, I'll just write this is what f of x is equal to, and this is the exact same thing is that up there.

This up here, this is the thousands place.

And the top, of course, was the sacred writing.

And we're multiplying it by the top number.

Up here, you're at y is equal to 0.

Our original equation was up here.

Let's do it up here.

This one up here was also rational.

I mean we could write it up here.

Up the stairs. The first door you see.

You sleep upstairs. I'll put them here.

Thank you for putting me up.

Well, if you ride, you ride up on the boot.

You should really be up top, sir.

That's the top.

Then from the top to bottom?

Come upstairs.

That's going to be way up here someplace.

Almost always people write the larger digit on top, or the digit with more digits, or the number with more digits on top.

One in x, up 2 in y, if we go to in x, we're going to go up 4 in y.

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