Click to draw dots or drag to draw strokes.

Let me see if I can draw it.

So if I were to draw the top view.

Drag and Drop graph plotting

So let's do this.

What's the deepest level where you can find the third smallest?

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.

And then what does vector y look like?

This is kind of the key intuition here.

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

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

I'll stay in this yellow color.

And then they tell us

And let me do a color that I haven't used yet

I'll draw a little square actually.

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.

And now we're ready to draw this ellipse.

Let me do vector b in a different color.

looks just like that.

And then, the middle one was the mauve layer.

And the best way to do is to separately visualize each of the separate layers.

Drag to draw the first line.

So this right here is 11. This right here would be 12.

So let me draw the pie.

And I could draw this anywhere.

Let's talk about the problem of finding a path through a maze.

Well, I'll just leave it right over there.

It's also the case if the beaker was thicker.

So lets do 15 plus 46. We will get a different color.

And let me draw an odd function for you.

So we also know that this side right over here

He goes back home.

So once again, he is going to leave he leaves

So the difference between the two is the vector 6, 5.

Circle, we all know what that is. Actually let me see if I can pick a thicker

And this is d2.