So they're either both positive, so minus x minus 11 is greater than or equal to 0.

If it's not well, now we've got the case where a was greater than b . a is not greater than c , so that means c is greater than or equal to a .

And there is a lake scene in the south polar region of Titan.

If not well then, we know b is greater than or equal to a , and c is greater than or equal to b , which is greater than or equal to a .

less than or equal to, and since it's the area above the

Say we have x plus 15 is greater than or equal to negative 60.

For example, that'd be like saying f of x is equal to 7 if x is equal to 1 or 2.

And you say OK, this has to be equal to 0, or that has to be equal to 0.

This b to the 1.

And then if I took minus 8 minus 11, x could also equal minus 19.

I'm going to ask look at the left and the right children, and look at the minimum value of those two.

Or another way of saying it is this is equal to 14 5.

Or, you could view it as the bound x is equal to the square root of y.

Do this for the failing runs as well as for the passing runs.

All right, the coefficient in front of the x squared term is equal to a 1.

And that's the same thing as seven plus seven, which you may or may not know is equal to fourteen.

So now we can return c .

I could say that one times thirty nine is equal to thirty nine.

Well, three times five is equal to fifteen.

When x is 6, y is 3.

And does that ever happen?

Instead of having the next statement return b , we're going to think about having an else clause that says well, if a was not greater than b , what shall we do?

So if we divide both sides of this by negative 3, we have to swap this inequality.

So hopefully that makes that clear.

So maybe that's right here.

I know it says a minus 1, but think about it.

Now over here, the vertex is when x is equal to 4.

So 7329.

And the focal length this a squared plus b square.

So this is equal to five y plus four thirds

But if you just pick a simple a is equal to 1, than what's b equal to?

So that means we can return b .

Oh, let me be very careful.

And in order for this side of the equation to be 0, what do we know?

This was greater than or equal.

That's right.

And then 5.

And we even saw in the previous video, it's kind of different degrees of infinity, because you can still multiply this by other numbers to get larger Dirac delta functions when t is equal to c.

And I want to think about the notion of what x minus y is equal to.

We figured out this is six, so we could just say, oh, two times four is going to be two more than that, which is equal to eight.

All things small or great have been written down.

And every small and great thing is recorded.

and everything, great and small, is inscribed.

And everything, small and great, hath been written down.

And everything, small and big is written (in Al Lauh Al Mahfuz already beforehand i.e. before it befalls, or is done by its doer) (See the Quran V. 57 22).