Or you could say the difference in y over difference in x.

But what is the slope of that tangent line?

It is defined as the ratio of the time derivative of the scale factor by the scale factor itself.

Or as we go past that. So we get that. But that would just be an approximation.

We can't just say, what is the slope for this curve?

Let's say I want to find the slope at some point.

Evolute of a curve

Tangent to This Curve

And this is the case for most goods we call things like this, when income goes up, demand goes up, whole curve shifts to the right income goes down, demand goes down, whole curve shifts to the left

Directrix of a Conic

The directrix line of a conic.

Asymptotes of a Hyperbola

So as you see here, if I charge 2.80 and I only sell 300,000, then this is my return on asset right here.

curve

Curve

Curved

If the y term was positive and the x term had a negative sign, then the hyperbola would open upwards and downwards,

Evolute of this curve

A nice visual composition of symmetry.

Trends

Because it depends what point we're talking about.

Center of Curvature of This Curve

Tangent to This Conic

Tangent to This Cubic Curve

This is really measured, done by measuring redshifts and some form of distance.

Here, the slope was the same the whole time, right?

Splines

Spookiness

Hyperbola

Curve Mode

Bezier Curve

That's a p.

In particular, it could invent things like a curve which fills the plane.

I feel it is a groundswell.

The two asymptotes of a hyperbola.

Center of Curvature of This Conic

Center of Curvature of This Cubic Curve

So x is equal to 1 y is equal to minus 1.

Let's see if we can learn a thing or two about the hyperbola.

conic arc

A point on the solution curve

And you'll get no solution.

C Curve

Conics

conic