Get going. Stay in line.

Keep going in a straight line, Prewitt.

Of course, the number line keeps going.

This line right over here is going to be parallel to this line.

And you'll see there is a line, a faint line going across that image.

This is just going to be a line.

Well I'm just going along a line, right?

So this is going to be a line.

The line is going to look like this.

So it's going to go below the line.

My line is going to look like that.

And we're not going to include the line.

This whole line I'm going to draw, I am just going to draw it in the first quadrant.

Life is not anymore just one line going in one direction in one dimension.

So if you use this line as a model, in 1995 the line would say that you're going to make 52,847.

So what I'm going to do is I'm going to draw a number line.

It's this thin geeky line that keeps it going.

So this line is going to look like this.

So the line is going to look like this.

So the line is going to look like that.

So my line is going to look like this.

You're going to get the point on the line.

Depending on whether a is less than 0 or not, it's going to either execute this line, or it's going to execute this line.

Life is not anymore just one line going in one direction in one dimension. No.

line is going to be the change in y divided by the change in x.

Well, you take the reflection of something that's on the line, around that line, it's just going to be the same. Nothing's going to change.

And then the second line let me do it in another color I don't know if it's going to be above or below that line, but it's going to be parallel.

Keep going in both directions forever and then I will have drawn my line.

So the line is going to look something like this.

And that line is going to look something like this.

But now, this plane is going to intersect this line.

So this line is going to look something like this.

And then this line is going to look like what?

line it's going to be greater than or equal to.

line integral is going to be the exact same thing.

It's still going to be on this line. So it's going to go down like this.

And you'll see there's a faint line going across that image.

It's going to be this entire area that's under the line.

Be good to me. If you're going to get line up.

So that's also going to be a point on the line.

We assume that they keep on going forever because these are abstract notions this light blue line keeps going and going on and on and on off the screen and same for this green line.

So I'm zooming in. This green line right here, I'm going to draw it really thick.

So this, I'll draw it in red, this is this going to be a line, right?

Let me draw a number line here, and I'm just going to mark off the hundreds on the number line.

Are you going to stay up through the night for one line?