Well if you overlay this.

It would look just like that.

And that makes sense because if we run three, one, two, three, we rise negative one, we rise negative one.

We need to move.

Take her on this side of the room, so that everybody... everything is gonna be okay.

So, over some period of time so, how far is the column going to move over to t1?

Keep it moving, keep it moving. Step right up.

And let me scroll down, so you can

We have to keep moving.

Phil, do not go in the bathroom. Alan, just calm down it's me.

So you've learned from the definition of work, you can't just say, oh, I'm pulling with 10 newtons of force and

Let's get moving!

Let's move, mister.

So the 4y squared.

Why are we relocating?

Transportation.

It was gonna cut right in, slash through, slashed right in, cut right through...

You'll just be able to write the number.

Ctrl G Go Go to Page...

So I can put some lines on it doesn't help.

What about the poorest two billion here?

Move, move!

Move in, move in.

That'll really hopefully hit things home.

When I get to 2, I move the 2 over the left

So I'm going to choose to get the x's on the left.

An assumption and only an assumption.

Let's say we wanted to shift this ellipse.

So this whole integral right there has been reduced to this right there, because this is just equal to 1.

Move, move!

So, what about moving from Stage Three to Stage Four?

He's been moving with every flash, just like us.

But this is true any function.

A spokesman from the utility company... He certainly gets about.

But what happens if you want to shift it?

Down.

Go home, okay?

Move out of the way, move out of the way.

Our athletic meet took place only three days ago.

And I really want to give you that intuition.

Shouldn't we be moving out?

So this bump over here made it to here.

Neither odd nor even.

So, could we use that in mobile phones?

Oh, I distracted very easily.