let's remember what it means to be in scientific notation.

But this is not quite official scientific notation.

And this is, obviously, not less than 10.

So that's what we're going to focus on.

And we still have this 4.01534 times 10 to the negative 8.

That's what gets us to that eight.

So let's multiply first, and then let's get what we have into scientific notation.

Actually, before we do that,

But this number is not less than ten.

(Laughter)

We could write that as 5.5.

You might say, might feel like we're done.

Alright. So, we've written this XMLHttp request code a few times now. Let's go ahead and extract it out.

Not just a superficial image of it, though it contains that as well, but an explanatory model, embodying the same mathematical relationships and the same causal structure.

So what we can do is, let's just write this number in scientific notation, and then we can use the multiply by ten part to multiply by this power of ten.

Symbol, Math

Now, you might, you might be tempted to say that we're done, that we have this in scientific notation.

Mathematical Alphanumeric Symbols

So this is 51i.

You have to really go through those one after another and try to address them.

Hopefully it will clarify things a little bit.

So to summarize, because we're going to describe algorithms at a level.

Eddington who was the person who'd actually proven that general relativity is right promoted their own models and tried to think about the interfaces, interfaces between quantum theory and relativistic cosmology.

29.12 is the same thing as 2.912 times 10.

And it turns out that pictures of brains have special properties.

Mathematical Symbols

Now, are we done? Have we written what we have here in scientific notation?

Two turned out to be about contemporary only two.

Describe Data Fields

So the best way to do that is to write this thing right over here in scientific notation.

Miscellaneous Math

So you take a chunk of reality you want to understand and you translate it into mathematics.

And when you see a number like this, you start to appreciate why we rewrite things in scientific notation.

Linguistics is the discipline which aims to describe language.

Describe molecule

Configuration description files

Log pattern description

This is a book on Optimal Transport, it is a problem involving mathematics, engineering, probability and geometry everything that was said.

It transforms that function into some other function of s. and And does it do that?

The answer?

Miscellaneous Mathematical Symbols A

Miscellaneous Mathematical Symbols B

Can you give some examples of how Backusà   Naur Form is used in practice?

So if we have a bunch of data, and if we want to tell something about all of that data without giving them all of the data, can we somehow describe it with a smaller set of numbers?

So let's just remind ourselves what it means to be in scientific notation