Draw boxes

Align icons in a grid

If you take advantage of the difference of squares of binomials, or the factoring difference of squares, however you want to view it, then you can rationalize this denominator.

Nobody checks boxes.

And you've seen this all the time in things like squares or rectangles.

8, 16, 24, 32. Or you could've said

So I drew a couple of squares here.

And those little red boxes are deaths.

So what is the area of each of these squares?

Not many people check boxes.

We're asked to shade 20 of the square below.

And each of these squares, their sides are 30 centimeters.

The four blue tiles on the left are gray.

That's this distance right here, and you can count it on the blocks.

Let's just say the some of squares, so I'll just call that s.

And so we know that the sum of squares are minimum.

What is the ratio between the areas of the two squares?

So this is 5 by 7. And then you could actually count these, and this is kind of straight forward multiplication. If you want to know the total number of cubes here, you could count it, or you can say, well, I've got 5 rows, 7 columns.

And each of these text blocks explains a key thing that's going on.

Notice the Tool Offset box is white and the rest of the boxes are colored

Not many people like checking boxes.

What you do here is use our skills when it comes to difference of squares.

The area of each of the squares, not just this distance.

Better, probably meaning for me, meaning that

It was of a dark, purplish, yellow colour, here and there stuck over with large blackish looking squares.

Actually, let's just do what we did up here so you don't have to remember that difference of squares pattern and all that.)

And we have two of these squares, so it's minus 2x squared.

They mean what you think they mean.

Gyo means fish and taku means impression.

When we figured out the area, we would figure out the area of each of these small squares, and then we would take the sum of an infinite number of infinitely small squares, and we got this.

But this is kind of, I think, what they wanted you to do, set up the integral, recognize that each of the squares, the area of each of the squares is just going to be this distance, the distance between the functions squared.

So these dark blue squares show you where it's effective phototherapy.

Let's see choice D, the area of the larger square is equal to the sum of the squares of the smaller square and the four congruent triangles.

These dark blue squares show you where it's effective phototherapy.

We look at the floor we actually see this play of squares and circles.

I'm not going to change those tiles at all, but I'm going to reveal the rest of the scene.

So how can we write the sum of the squares as a function of one variable?

We just completed the squares with the x's and the y terms.

Each of these squares, each of these quadrilaterals is a plant cell.

How many of you noticed that every one of those squares changed color?

We'd sit in front of the fire and play double solitaire and Chinese chequers.

She always tried hard to look cheery.

You mean

Syria means what it says and adheres to what it means.

Han means sweaty. Woo means cow.