Let's take it right there.

We are going to take this cost function, this minus log 1 over 1 plus e to the negative z and modify it a little bit.

And what we do is, we take two points on the line, so let's say we take this point, right here.

It always maps it to the point 2 in R.

Just so we don't lose it. x squared over a squared plus y squared over b squared is equal to 1.

The first is How much did B's answers satisfy you?

So it's going to look like this.

Schoolgirl!

So, the first thing we realize, all of a sudden is that no matter where we go, it was easy to do it with these points.

So let me take another arbitrary point on this ellipse.

But what a derivative, at this point, does, is basically saying, you know, let's.

But I ain't no schoolgirl.

Schoolgirl bitch!

This pyramid shaped view of the world is called the view frustum.

Well, if I just wanted to figure out the area of

So unless you have a exam that has some bonus problems on it, it's probably impossible for you to get ah an 88 average in the class after just the next exam.

Or if you do the decimal technique, 5 , you could just move the decimal and you get rid of the percent.

I intend to get full marks.

So what this does, it defines a vector that's associated with every point on x y plane.

So there's one point that just by looking at it we could say is going to be in our locus.

And then we could take another point on this line.

Let's just take a slightly larger version of this x.

Whatever we said before gets dragged down by a factor of 4.

You can get rid of that negative by just putting a 1 over this whole thing.

Whatever it is about that person, where they were born, things like that.

So I'm going to draw two lines with these slopes, with positive 1 2 and negative 1 2 slopes, but they're going to be centered at this point.

Take this.

I've added another function called age_str, which basically takes an age which in this point is a floating point of seconds and it returns the string replaced or queried 0 seconds ago, 1 second ago, that sort of thing.

I very much wanted to be the class monitor.

Whatever that is that's still going to be our left hand side.

Now, in a normal web request, the user makes a request to the servers, and we respond with the response.

We collect multiple viewpoints, vantage points, angles, textures.

This is the negative 46 we are adding to the 15.

So let's just do that.

The answer ends up being 4, Xi µ σ² and the reason is the way the derivative works.

I have a straight line on my spherical surface.

They don't teach Engineering

Some examples might be Google App Engine's Datastore, which is what we're going to be using a lot in this class, and it's got a lot of similarities with these relational databases, but also a lot of differences, and we'll spend a fair amount of time talking about these differences.

If I multiply this side by 1 2, if I essentially take away half of the mass, or I'll only leave half of the mass,

We'll talk about this canvas in some excruciating detail in the following lectures but you should know we used to canvas for two things.

Now in the hyperbola, what is the difference of the distances to the two foci?

Cancel this operation.

left hand side.

So let's figure out what are the coordinates of these points?

Because there's 6 exams in the class.