So let's add our x terms.

and our duty is only to communicate in clear terms.

We remind you that our terms are 60 days net.

It is going to be equal to our d terms.

So we haven't solved for the third root, we've just gotten it in terms of, in terms of our coefficient a.

Because our original problem was just in terms of y and x.

So, for logistic regression, we had two terms to our objective function.

Unobserved variables so, our error terms, we can't observe them, they're unsystematic.

Search terms

We can think of our procedures in terms of mapping inputs to outputs.

Frisby... there are some terms that we cannot relate to our own language.

The point is, we have to let our children succeed on their own terms, and yes, on occasion, fail on their own terms.

It thinks in terms of how much bang do we get for our buck.

A key revolution is that we're understanding our own biology in these information terms.

They could be creative in terms of education, they may be creative in terms of culture, they may be creative in terms of institutions but a lot of our work is in the field of technological creativity, the innovations, either in terms of contemporary innovations, or in terms of traditional knowledge.

Extracting search terms

Number of terms

lowest possible terms.

In Hobbesian terms,

loose terms here.

I'm in awe of their power in terms of imagination, in terms of technology, in terms of concept.

And the turning point was probably, in our terms, when we had the first computer.

These terms, these first two terms are definitely divisible by 3

I fix the terms.

We expected better terms.

Enter search terms here

Enter new search terms

What are these terms?

In layman's terms, yes.

Yesterday, in biological terms.

There's only two terms.

In terms of invention,

What are your terms?

These terms don't apply.

Now hear my terms.

let's say we want to put all of our x terms on the left hand side.

Then let's do our x terms. We have a minus 2x, we have a minus 3x.

And notice when we did surface area. We got our answer in terms of sq cm.

What we do next is compute the delta terms for the earlier layers in our network.

They have needs which have to be met efficiently in terms of energy, in terms of cost, in terms of quality.

Bryant's level, in terms of points per game. Also, in terms of variability.

Even if you take our current human population, success in evolutionary terms is very different than success in our kind of societal definition.

And then our x terms, we have a plus x, a minus 4x, and a plus x.

Well, our top bound is this relation, but it has to be in terms of x, right?

And yet, for the most part, our culture has not come to terms with what this means.