Now this point B here, what's the x coordinate?

Man Now blink right to go right. Now blink left to turn back left.

Bear left.

In my case, my left hand has a significant tremor and my left leg also.

or I guess to the left of

If we're subtracting 8, that means we're going to move 8 to the left.

Here's David on the right, and he's holding a camera.

It is 5 to the left.

The x coordinate, and you can read that, it's negative 8.

And it's not science fiction. We have actually built it.

But we know the length of this arrow is 46.

... Right, left. Left, left, left, right, left.

6 5 is 1, 4 1 is 3. The length of this is going to be 31. and it's going to be 31 to the left of 0.

This is a demotion, huge demotion

Take 1 2 to arbitrarily large exponents, this just goes to 0.

So this is negative 15 plus 7 is negative 8

So if I want to get rid of this x on the right hand, I want to subtract an x, but obviously I can't just do it to the right, otherwise the equality wouldn't be true anymore. I have to do it on the left as well.

So if we subtract 8 from both sides of this equation, on the

Now this shows a Bonobo on your right, and a chimpanzee on your left.

The panel to the left.

You make your payment.

So we get negative 12 plus 2 on the left hand side, negative 12 plus 2 is negative 10.

Interactive means you can instantly influence what you see on the screen.

Let me demonstrate this to you.

(Laughter)

And I'm saying

And then x times two well, that's twox.

So we get v plus x dv dx, the derivative of v with respect to x, is equal to that's just the left hand side it's equal to 1 plus y over x.

Or another way to think about is, 31 29 will give us the length of the white part and of course it's going to be negative.

And hopefully, it will make a little bit more sense.

And actually, just so you know, this equation right here, this is a particular hyperbola that opens to the left and the right.

I'm left handed.

I'm a lefty.

Left click to cancel.

And I do that in 3D, so there you can see there's a left eye view, there's a right eye view.

That's the apostrophe symbol.

To the left of Ursa Major.

On your left.

In 1,000 feet, bear left.

In 500 feet, bear left.

In 100 feet, bear left.

Last door on the left.

These are the features numbers.

We want to get just the x terms, in this case, on the

If I multiply this, I should get a smaller number.