Small Form Variants

Big Reform in Small Packages

Unforeseen minor engineering works 12 000

So sum of squares is minimum.

Am I going from a bigger unit to a smaller unit, or a smaller unit to a bigger unit?

Small Economies, Big Problems, and Global Interdependence

That's right, she's just a younger sister.

Steve told us about the future of little technology

Unforeseen minor engineering works 11 000

And that tells us that this is going to be a minimum point.

And it says, and the sum of whose squares is a minimum.

And then we'll later show that it really is a minimum point.

So a it's going to be a bit of a minimum point I think.

And that tells us that any value where the slope a 0, which was this one, is actually a minimum point.

And do we know that this is a minimum or a maximum point?

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

Well in general, a function hits a minimum or maximum point, especially a local minimum or maximum point, when it's derivative is 0.

It was at the children's party here, and there was a magician.

Which tells me that this is probably a minimum point, right?

So two numbers whose product is negative 16 and the sum of their squares is minimum.

So if we cut it at 56.5, we are actually at a minimum point.

And you know that this is either going to be a maximum or a minimum, or at least a local maximum or minimum, or if you try another x and if it's greater, then you have a minimum.

And we want to find a local minimum or maximum, or maybe a global one.

But the question is, is this a minimum value, or is this a maximum value?

So what was a relatively minor problem has now become a major one.

Well if we look at this value, we might say oh, is that a minimum point?

If you're converting a smaller unit to a larger unit you're going to have fewer of them.

So let's take the derivative of this and set it equal to 0, and hopefully we find a minimum point.

When there is a dispute between a small nation and a large nation, the UN steps in and the small nation disappears.

We don't know if it's a maximum or a minimum, or an inflection point yet.

So at x is equal to 4 we're at some type of minima or maxima where it's some critical point.

Steve told us about the future of little technology I'm going to show you some of the past of big technology.

A press kit, brochure and poster were produced, with the slogan quot Small Islands, Big Issues quot .

Minor renovation and improvements to living quarters and administrative buildings in all three sectors and within UNFICYP headquarters are required.

So first of all, we know that f, we know that the point 0, 3.29, that this was a minimum.

They might be maximum points, they might be minimum points, they might be inflection points, we don't know.

So this is the point where we have a volume of 0, so you know that this is going to be a minimum point.

We should get a smaller number here because we're going from a smaller unit to a larger unit.

The comments on microcredit, too, would be noted, since many women worked in microenterprises.

Other matters?

With what?

A few things.

At first glance, this looks like a classic case of a large country bullying a small country into submission.

We're going from a bigger unit to a smaller unit, so one of a bigger unit is equal to a bunch of the smaller units.

Where should the cut be made if A, the sum of the two areas is to be a minimum or a maximum?