We have room to work with.

Take almost any path you please, and ten to one it carries you down in a dale, and

Well it divides, it competes, it survives.

And this promises to be interesting.

We're talking about x prime, so that means we're going to think about this top row here.

Where does that leave us for suspects?

This leaves space for the mover

And so, when a coral colony is killed by an El Nino event, it leaves this indelible record.

There's only one thing to do, I said.

I'll leave it here Drink it while it's hot

And some stars die spectacularly in a supernova explosion,

But I might as well

Stay where you are. I am lost without my Boswell.

And feature number 2 is in the center position this guy over here which shows up in the left position over here, and the remaining fits in over here.

And now let's use our actual initial conditions.

liabilities, so you have 1 billion in equity.

It disappears.

Let's do another one.

Why leave me with this?

We subtract the green expression from the light blue expression and we're left with this.

But now?

Now a part of me remains here.

I'm going to remain down here, if you don't mind.

This might be like one base.

Another thing we can do is think back to the correlation chapter or, or lecture.

Plus 4 times y squared minus 2y I'm probably going to add something here too, so I'll leave it blank for now.

And so we couldn't really touch its surfaces.

So if I'm multiplying something by 0.15 and then I divided by 0.15, I'll just be left with an x here.

4.9, 3.6, 2.9, 2.8, 3.1.

And when you complete the square you're going to add something here.

I may not make it that long.

Only you go. Then I'll stay, too, professor!

This expression does not depend on mu at all, so it falls out.

But anyway, let's start with the economy.

And hopefully I won't make these careless mistakes again.

So, the total error for the green one, the quadratic error, is half as big as it is for the blue one and that's a surprise.

It had nothing to do with the economy.

Two suits! ? Then I'm staying.

That's how I keep alive.

Archiving is not enough, because what it does is

I had marketing, sales, general and administrative.

I could come back to the Colonial One because I've left some of my things there.

I'm staying.

We can't just erase them, but we can forward them back into the surviving matrix by the following simple operation we take the surviving matrix to be called omega prime and the surviving vector to be called X prime, and you can get omega prime and X prime by using the function take that is in your own matrix library.

Its easy to hide or show any layer.