I understand that but but if you think about epoxy, what's epoxy?

And I call it an epoxy method because it's not very appetizing. I understand that but but if you think about epoxy, what's epoxy?

And on day two, we put those two pieces together. That's the epoxy.

And you can see just what a shoestring operation this really was, because we cast these 16 blue LEDs in epoxy and you can see in the epoxy mold that we used, the word Ziploc is still visible.

lot of derivative problems.

Fukushima and Derivatives Meltdowns

And you can see just what a shoestring operation this really was, because we cast these 16 blue LEDs in epoxy and you can see in the epoxy mold that we used, the word Ziploc is still visible.

And I call it an epoxy method because it's not very appetizing.

Well let's get started with our derivatives.

The Derivatives Market s Helpful Enemies

In the last video I introduced you to the idea of the chain rule with partial derivatives.

First time I smiled doing a derivative.

So let's figure out its first and second derivitives.

It turns derivatives into multiplications by f.

Let's do some more derivative problems.

This is achieved by cooling in the case of paraffin wax and heating (curing) in the case of the epoxy resins.

And once I give you all the tools to analytically solve a whole host of derivatives, then we'll actually do a bunch of word problems and applications of derivatives.

Welcome to the presentation on derivatives.

So the derivative is just 1 times g of x.

So let's do some fun derivatives.

The markets for other derivatives are not much better.

That was the first type of derivatives we

None of the other ones have occurred to me right now.

And I think derivatives is all about exposure, it's all about practice.

What's the first and second derivatives of e to the x?

So draw back into your brain and think, is there some function that when I take its first and second derivatives, and third and fourth derivatives, it essentially becomes the same function?

We're going to use derivatives to figure out limits.

I'll show you some more rules for solving even more complicated derivatives.

Derivative offers us. This idea is so improtant, that we're going to be spending two months on this topic.

And it's a neat way to relate a line integral of a vector field that has these partial derivatives, assuming it has these partial derivatives, to the region, to a double integral of the region.

But not all investors are able to trade derivatives.

I'm showing you how to do derivatives in calculus, but

And, if the problem is systemically risky derivatives trading in banks and elsewhere, then the priority given to derivatives traders over nearly every creditor ought to be curtailed.

I'm now going to introduce you to a new tool for solving derivatives.

And if you take two derivatives, you get back to the negative of itself.

So with that out of the way, I'm now going to introduce you to some common derivatives of other functions.

Similarly, when asked whether he should regulate the market in derivatives, he replied, These derivative transactions are transactions among professionals.

But an important disadvantage of derivatives is their short maturity.

Advanced economic systems have very complex webs of contracts, such as financial derivatives.

And then as we go into drill derivatives and integrals, you'll actually understand why people probably even invented

So before we do that, let's get its first and second derivatives.

I think you get the idea of how to do these derivatives of polynomials.

It's ordinary, because we only have a regular derivative, no partial derivatives here.

Regulators should insist that traded derivatives are homogenous, standardized, and transparent.

Derivatives traded on exchanges should be registered as a class.