Volume

But anyway, let's try our best.

Let me try my best to draw this neatly.

So the volume, 405 let me do it this way.

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

So let's think about it.

The particles, on average, are going to be colliding with the wall less often, and the walls are going to have a larger area, as well.

So what I would do I would figure out the area of this bathroom floor, and then divide by the area of the tiles.

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

Baryonic fraction, in clusters of galaxies.

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

In units, what are the dimensions of the box?

Body split counts

And that seems pretty reasonable for our reality.

And that little cube has side length 2.

This is getting four out of six heads, given that you got a fair coin.

Let's say the function is x squared.

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

What happened?

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.

That'll come in useful later on.

It's not worth it.

So this is the surface defined by this function.

Now if I multiply this whole thing times dy,

That makes sense because surface area is a 2 dimensional measurement. We think about how many sq cm can we fit on the surface of the cylinder.

Well, I don't give group rates, you know.

And just by the definition of how the properties of integrals work, we know that we can split this up into two integrals, right?

(Laughter)

The area of Canada is greater than that of the United States.

Cumulative 0 calculates the density function cumulative 1 calculates the distribution.

Moon's illumination fraction

They ain't paying' us enough for this, man.

I didn't sign up for this!

You either multiply the length of the rectangle times the entire width.

We piled the carcasses and burned them.

Plus 1 is 33.

You might we wondering cross multiplication does not make sense.

He played an active part in the revolution.

So that's why we just have meters there for perimeter.

And it just depended on how the mathematics work out.

But you put one there. Why?

And we go straight through the centimeter that distance right over there is 14 centimeters.

With that out of the way, let's just apply this radius being 7 centimeters to this formular right over here.

Let me draw it.

These are the same rectangles.