And we're just gonna look at two predictors.

And then one from above.

Then you count the decimal spots. one, two.

Where x plus 2 is less than 0.

I don't have to draw them all stacked up.

Each of these have 2 in them so we're going to say

Matrix E is one by two, one row by two columns.

And then we have another 1, 2, 3 8.

So here I have drawn thirds.

Let's say that the sides of this are x and the sides of this one are y.

That gives you a sorted list.

And then, 12 is the same thing as 26, and 6 23.

But we still know what the asymptotes look like.

Jared Jared is twice the age of his brother.

And the answer was This is a positive point, and this is a positive point.

What if we tried 6 and negative 10?

Some of these slaves can even replicate the other machines.

That is, given a game, find the optimal policy.

like that and that, those are the two asymptotes

That's because the second radio button

5 6 is 11. 11 9 is 20. Carry the 2.

I just don't know what the effect on the particle filter will be, and I wish I did.

It has to be greater than negative 2 and 1 2 right there.

This is a list with 3 elements.

All of that over 2 times a.

4 is 2 times 2.

So we literally just have only 1 hundred right over there.

Well, that's actually something we can easily compute.

Two incoming arcs makes 4.

So let's first think about the whole number part, the 2.

They seem to be for me 2 clusters.

So, that's what n 2 looks like.

And the reason why you see this relation where you can kind of swap this two and this three is because two times three is equal to six.

The square root down here is the product of all the individual row and column sums.

Right?

There we go.

There's no specificity there.

Well, there are two out of three ways to initially pick wrong.

Negative 1 times negative 15 is positive 15.

So this is 1 2.

This is 3 2.

So before when we were doing 3 and 4 points that was just to kind of show you, but you really just need two points for a line.

We first consider generating a graph with n nodes.

And let's multiply both sides of this equation by 3 2, so these two will become 1.

But first you need to know two things about me.