Volume

Democracy encourages freedom.

And then it's going to be times the spanning vector itself.

So, welcome to the future of you.

Just to be free, free, free.

Let me try my best to draw this neatly.

Well, they also tell us that the volume is 405.

So let's think about it.

Free. You call this free?

Emi gave her seat to a handicapped man.

There's also a huge emotional impact.

So if I had a little cube here in the volume under consideration, that's a little cube you consider that dv.

So how do we figure out the volume under a surface like this?

In units, what are the dimensions of the box?

let's call this the shading image. And in fact, we'll take the algorithm of it.

They came not just in pursuit of the riches of this world but for the richness of this life. Freedom.

That we share the pursuits of life

Liberty?

Free?

Freedom isn't free at all.

And that seems pretty reasonable for our reality.

And that little cube has side length 2.

Give me the liberty to know, to utter, and to argue freely according to conscience, above all liberties.

Degrees of freedom

Looks like Dallas and Wolf made it.

Yes. Yes! (Music and singing) (Singing) Freedom!

I'm going to be free.

Wesa free!

Freedom?

And you'll be free.

Free man.

Freedom.

A free man.

I'm free!

Simulation of a force free rotating asymmetric body

Now, in this slide the white is chalk, and this chalk was deposited in a warm ocean.

So dy, which is this. dy times dx, dx times dz.

And that's that the ratio between the volumes let me write this down that the ratio between the volume at state B and the volume at state A so the ratio of that volume to that volume is equal to, in our Carnot cycle, is equal to the ratio between the volume at state C.

I feel like life is very easy,

Free Rotation

Freefall

Degrees of freedom 1

Degrees of freedom 2

What do you love? man 3

That's your privilege.