They wanted to negotiate the contract on equal terms.

In this firm, women work on equal terms with men.

Women work on equal terms with men in this firm.

It is going to be equal to our d terms.

And if everything was equal, if these companies really were equal, in terms of their capital structure, in terms of how much debt they had, in terms of their growth rate, in terms of their risk, in terms of the markets they operate in, in terms of who are their customers, and how much of a competitive advantage they have.

The law now requires women to be employed on equal terms with men.

So the sum of all of these terms have to be equal 540.

At least in terms of points per game.

And we want the slope at equal at x is equal to 0.2.

OK, 3 plus A if you just look at the x squared terms 3 plus A has to be equal to 5.

This ability to say 'no' allows people to see each other on equal terms.

And then let's look at these second two terms.

Concretely, we don't sum over the terms corresponding to where i is equal to zero.

Define your terms, requested the businessman at the contract hearings.

One particular thing we might look at, in terms of

You just have to look at the highest degree terms.

But this is equal to a squared minus b squared, because the middle terms cancel out.

Let's look at the x squared and the y squared terms.

So if you look at these first two terms right here.

It's at x is equal to minus 3, y is equal to 2.

Now, inside the cost function. It turns out each of these terms here is equal to zero.

Plus 2a plus bx, that's those two terms. Plus ba is equal to this thing up here.

Search terms

It's that a dollar of private investment, in my judgment, is equal at least to 20 dollars of aid, in terms of the dynamic that it generates.

Is a believer equal to an evil doer? They are not equal at all.

At x is equal to 0, the two functions are equal to each other.

Center's at 1, x is equal to 1. y is equal to minus 2.

But at least the numbers here are smaller so it'll be easier to think about it in terms of finding numbers whose product is equal to 7 times negative 3, and whose sum is equal to 20.

And at some point, these Price to Earnings ratios should be equal if and this is a big if if these companies really are equal in terms of their earnings potential and the risks and their growth.

So v is equal to sine of at.

We'll make v equal to cosine of at.

And it's at y is equal to 3.

2 times my vector v is now going to be equal to 2 times each of these terms.

Extracting search terms

Number of terms

lowest possible terms.

In Hobbesian terms,

loose terms here.

My new polynomial that I've defined right here is equal to the function f at x is equal to 0, and its derivative is equal to the function f at x is equal to 0.

Plus, and now let's do the y squared terms. y squared plus 4y plus something is equal to 4.

So a, nice deep a, plus bolded b is equal to, I just add up each of those terms.

It's breathtaking, in terms of the speed at which this city is transforming.

So if you look at security from economic terms, it's a trade off.

And so, h of x minus y, each of these terms is equal to zero, which is why I find that j of one is equal to zero.

Well, it's equal to 0 at these points, right?