And that is equal to dx no, sorry, this is dy.

One cube has side length 2.

And I could draw this anywhere.

let's just think about what's going on.

You shouldn't be memorizing any rules.

Let me draw my axes.

The slope looks like this.

Let me see if I can draw it.

That's not good.

And if we wanted to graph it on the number line let me draw a number line right here, a real simple one.

Now what's the probability of getting a hearts?

Now the next diagonal to the left or above that, depending on how you want to view it,

And in fact, all of these things over here are rational numbers.

Click to draw dots or drag to draw strokes.

Then node 1 is connected to node 0 and node 3.

So think about what 2 1 6 is going to be like.

You're just scaling it by that amount.

So let me see if I can draw this somewhat neatly.

It would look something like, let me draw the uh whoops.

And we've done this many times before.

So let's draw those two lines.

looks like just yet.

So that's my ellipse.

This could be interesting.

So this tells us that k is equal to minus 1 4.

The third is three times as long.

There are three yellow marbles in it.

I draw them.

So that's the first one.

So when I go over 2, I go down 1, so that will be right there,

So let's imagine a pie like this.

So once again, he is going to leave he leaves

Draw cartoons

Circle Draw a circle

If b was larger than a, I would have a tall and skinny ellipse.

Let's find the volume of a few more solid figures, and if we have time we may be able to do more surface area problems.

So a hyperbola usually looks something like this.

looks just like that.

And then, the middle one was the mauve layer.

So if I were to draw the top view.

I could draw an infinite number of vector a's.

So it'd be 3 times 2 possibilities, which is equal to 6.

That's our center.

So I'm just going to stay in the positive, in the first quadrant here.

So once you've pulled up, let's say that this is I could do it up here.