Let's divide them into groups of two.

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

So that's two.

She thought there'd be two effects.

We have 1 group of 2, 2 groups of 2, 3 groups of 2, 4 groups of 2, 5 groups of 2, and 6 groups of 2.

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

So let's at least figure out what that line looks like.

Two of Diamonds

(Finebros) That wasn't Justin Bieber! Oh.

So that's equal to one pie.

What is that equal to?

Then you count the decimal spots. one, two.

I have one group of two, two groups of two, three groups of two, four groups of two.

If we multiply both sides by 2 I'll use a different color you get 2 times y1 is equal to b plus k.

The first term has one 5.

It seems like with twiddle we're adjusting one parameter at a time.

Put these two together.

Two

BG So fifth grade math is where that's going on right now?

BG So fifth grade math is where that's going on right now?

So one thing we could do, we could view this instead of 2 groups of 4 we can view 8 as 4 groups of 2.

One, two, three.

I can add 2 numbers using arithmetic.

And let's see if we can solve these two equations.

You could go like that.

One, two.

I've already gotten 8 and 2

Now, with that out of the way,

Initial pick is wrong.

So let's think about that.

So the difference between the two vectors, let me make sure

Interesting.

This happened to me.

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

They seem to be for me 2 clusters.

And besides these two other gardens

And besides them, there are two more Gardens.

And besides these shall be two gardens

And beside the two there will be two other Gardens.

And besides these two, there are two other Gardens (i.e. in Paradise).

And beneath them are two gardens.

And besides these two there shall be two other Gardens.

And beside them are two other gardens,

Beside these two, there will be two other gardens.

And beside these there shall be two Gardens.