It's not a lot of money at the global level.

Similarly, this is going to be the partial derivative of psi, with respect to y, but when we do the test, we take the partial of it with respect to x so we get that mixed derivative.

This isn't 10,000, it's the local currency.

Well, what we did is we took all of these individual terms, and these green terms here are just taking the derivative with respect to just x on each of these terms.

About 50 percent of men in their 50s and 60s have microscopic prostate cancers, and virtually 100 percent of us, by the time we reach our 70s, will have microscopic cancers growing in our thyroid.

So this just means the partial of psi, with respect to x.

And if you were to kind of add them up, then you would get the full derivative with respect to x.

If psi is a function of x and y, and I would take not a partial derivative, I would take the full derivative of psi with respect to x, it's equal to the partial of psi with respect to x, plus the partial of psi with respect to y, times dy dx.

In general, the derivative with respect to x of X 2 plus any constant, any constant, is going to be equal to 2X.

And if you look at them in the microscope, you can see that we actually have 10 times as many cells of microbes on us as we have human cells.

The derivative of X 2 is 2X, the derivative with respect to X of pi of a constant is just 0.

But this right here, what I just did, this expression right here, this is the derivative with respect to x of this.

It's just a number, right? y is just a number.

And if I wanted to take the partial of this, with respect to no, I want to take the derivative, not the partial the derivative of this, with respect to x, this is equal to the partial of psi, with respect to x, plus the partial of psi, with respect to y, times dy, dx.

That you really see that the derivative of psi really does give you we solved for psi.

But anyway, so this can also be written as the partial of y, with respect to x sorry, the partial of y, and then we took the partial of that with respect to x.

The derivative with respect to X of 1 is just a constant, is just 0.

This is not an electron micrograph this is just a regular photomicrograph.

Whereas any outcome in the region over here is okay, so we accept it.

All the liquid water above ground is surface water and it is a tiny blip of an amount.

I think what this is all about, this whole movement which is growing from the margins, remains quite small.

And so, we've known about this for some period of time.

Derivative of a constant with respect to X, a constant does not change with respect to X, so it's just equal to 0.

That's going to equal our old location, yi, and then this gradient, and the gradient here is just going to be the derivative with respect to yi.

And so, given that it was exact, we knew that a psi would exist where the derivative of psi with respect to x would be equal to this entire expression.

And this term would be 0, and then the derivative of psi with respect to x would be just the partial of psi with respect to x.

But you have these two centrosomes, and they facilitate the development of these microtubules, which are

You could just say, well, the partial, we took the partial, with respect to x, first.

And this discount rate, this is where all of the fudge factor occurs in finance.

Buildings are complex ecosystems that are an important source of microbes that are good for us, and some that are bad for us.

Despite these incredibly harsh conditions, humans have populated areas in the Arctic for thousands of years.

So what happens if we were to I'll do it in a different color if we had psi, and we were to take the partial, with respect to y, first, and then we were to take the partial, with respect to x?

And over here you've got highlights on the nose but it's all so subtle that, you know, its just beautiful.

So, overall, you have a mixture model with multiple model corresponding to different poses and that each model, it says, consists of root filter and various part filters and there is some subtlety in training because there are no annotations that were leveled about key points and so forth.

What is you and what is your body will stand apart.

I have a slight fever.

So now, if we consider this whole thing our new M, the partial derivative of this with respect to y should be equal to the partial derivative of this with respect to x.

To a woman tall and fair

And using indigo, make it anti microbial.

You could rewrite, this is just the derivative of psi, with respect to x, inside the function of x, y, is equal to 0.

We took psi, up here, we treated the functions of x as a constant, and we just took the partial derivative with respect to y.

Now our operation is small but there is a lot of potential for aggressive expansion.

And this is should make a little bit of intuition.

But then I met a biologist, and now I think of materials like this green tea, sugar, a few microbes and a little time.

So the mass, you could call it d I don't know, dm.