And what is that equal to?

But what's interesting is, regardless of which way I interpret two times three,

So what is the perimeter of this pentagon in gnus?

Number two Bagel Bakery, commissary department.

As x comes from the left hand side, what does f of x equal?

It's 1 over s squared. y is equal to 1 over s squared, times s squared, over s squared plus a squared.

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

You coil it around so that you get 1s and 2s and 3s on the outside, like

That's actually their greatest common factor.

So 2 divided by 2 is 1.

1, 0, minus 1.

722, Young.

Well it's minus 2, right?

So let's see, minus 2 and minus 1.

Two times four.

like this. And so, measuring the errors.

Well, how many twos do we have here?

Room 2, upstairs.

We get I'll do it in a different color we get 3 2 c1 plus 3 2 c2 is equal to what's 3 2 times 2?

2 times negative 1.

Now we're going to take 2 and square it.

Let's say x was 2.

What's two times two?

Well 1 squared, same thing as 1.

Yes, that's minus 4, 6 minus 10, right?

So plus 2b plus ax plus ab.

Now what does that mean?

So we get 1 plus a squared, over s squared, times y.

All of that over 2 times a.

How many fifths do you have?

And then the slopes of the asymptotes were positive and negative 1 2.

So this is going to be equal to (Let me write this down.) 2 2 2 2 2, which is equal to 2, 4, 6, 8, 10.

So the particular solution of this differential equation I will do in a different color, and it is y to the 3 2 minus x to the 3 2 is equal to 7.

This quantity right here has to be between negative 2 and 1 2.

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

We're getting a lot of twos here 16 is 2 times 8 8 is 2 times 4

1, 2, 3, 4 twos.

And I'll do those two ways.

Well, let's do that. Let's do the floor.

This map is going to produce the same result as the previous one.

Notice, these two numbers are the same thing.

I can distributed it.

Let's add them up.

And then we called document.write of mymin of the square of 2 and the square of 3.

I had one, two, three blueberries.