I'm staying.

Well it divides, it competes, it survives.

We have 2 times 1 2, that cancels out.

E can be rewritten by INT. E can be rewritten by INT.

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

When you subtract this from this you're left with 0, so nothing shows up there.

We need to know if you're staying, sir.

So he'll just say, I have a purple hat.

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.

What does this become?

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

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

So what I do is I take 100 bill from here, so now I'm left with 600.

But I might as well

Well just on this simple diagram we have 8 million

Well, we have three of the eighteenths left over, so you have that right there.

We're already used one step going from destination to node.

Which is essentially just ten.

The blue one suffers no loss for the three points over here but a fairly substantial loss for the other three data points.

These cancel out. That just becomes one.

You might know that fat has memory.

If you subtract that from seven point seven seven seven, you are just going to be left with seven.

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.

Subtract that from that, so we could or we could just add the negative and then we have 4x minus 8, x goes into 4x four times, 4 times x minus 2 is 4x minus 8, and there's no remainder, and this is further confirmation that x minus 2 definitely was a factor of x to the third minus 8 and the other factor is this right here. x squared plus 2x plus 4 times x minus 2 is equal to x to the third minus 8.

It had nothing to do with the economy.

But most the time people just realize they like leaving things in terms of pi.

And that and that cancel out, and the negatives cancel out.

Although it was a very weak one. But what they were good at is intimidating and rigging elections and all the rest.

Permit me to stay in General Bagration's detachment.

So they'll start with your net income or actually they'll start with the cash that you started out with so they take you from this cash balance to that cash balance.

The right hand side, I got rid of that 6y.

And we are left with

Now if you divide this term by 3y, all you're

If I had 3 of something, and I take away 1 of them, if I take away 1 of them, I'm left with 2 of that something.

(Laughter)

The left hand side of the equation, 3x divided by 3 is just an x.

Where are the rest of them?

So that top part becomes, 7z squared divided by 7z, you just have a z left.

When you multiply by one third, visually, over here, if you had 3 X's and you multiplied by 1 3, you would have only one X left.

Then the left hand side of the equation we have have 20 minus 7y plus 7y.

The fact that you essentially told your vendors, even though you gave me 200 worth of stuff,

And so, I am left with 11. If I have 11 of something, and I take away one of them, I'm left with 10 of that something.

There's some leftover food in the fridge.

I'm afraid I am not at liberty to do that.

That's the best way I can think of of getting rid of the 3x from the right.