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

curve

Curve

Curved

If demand were to change, we would actually have a different curve.

A nice visual composition of symmetry.

So the current yield curve looks something like this.

So this right over here.

And I always start to jumble things when I run out of time.

Evolute of a curve

Splines

Spookiness

Hyperbola

Curve Mode

Bezier Curve

That's a p.

Select the curve that the point might be on...

This looks like a really complicated thing.

Returns the inverse hyperbolic tangent of arg, i.e. the value whose hyperbolic tangent is arg.

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

Those aren't the actual hyperbola.

Directrix of a Conic

The directrix line of a conic.

Asymptotes of a Hyperbola

Tangent to This Curve

'Her hair was the colour of gold in old paintings. 'She had a full set of curves which nobody had been able to improve on.

For instance, here's the trajectory of Marc Chagall, an artist born in 1887.

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.

C Curve

Conics

conic

cubic curve

Curve brush

Curves Tool

Hyperbola

But a hyperbola would look something like this. They get to be right here and they get really close to the asymptote.

There clearly is a data fit that is not linear that might be better, like this one over here.

And up here.

It's exactly the same game. A very tiny feature.

We took standard statistical techniques, so I'm going to not talk about that.

Evolute of this curve

The line tangent to a curve

That an ellipse is just a squished circle.

Returns the inverse hyperbolic sine of arg, i.e. the value whose hyperbolic sine is arg.

line similar to logistic regression but this is going to be the straight line in this posh inning.