Convex Hull

It makes them meet.

Convex Polygon Test

They divide them farther.

This polygon is convex.

Construct the convex hull of this polygon

And I'm not going to give the formal definition for what is a convex function, c o n v e x, but informally a convex function means a bow shaped function, you know, kind of like a bow shaped.

Select the polygon you want to test for convexity...

Select the polygon of which you want to construct the convex hull...

Check whether this polygon is convex

This polygon is not convex.

And the property of parallel lines is that they never meet.

So the mode is a useful statistic if your distribution of data is what is called multimodal.

So here's GDP per person in America.

Over which you will see no curves or elevations.

In which you shall neither see ups nor downs.

wherein thou wilt see no crookedness neither any curving.'

Wherein thou shalt not see any crookedness or ruggedness.

You will see therein nothing crooked or curved.

You will see in them neither crookedness, nor deviation.

in which you shall find no crookedness or curvature.

Wherein thou seest neither curve nor ruggedness.

You will not see any crookedness or unevenness in it.

with neither crookedness nor any curving to be seen therein'

You will not see therein a depression or an elevation.

that you will see no depression or elevation in it .

You shall not see therein any crookedness or unevenness.

with neither hollows nor upthrust mounds to be seen.

Nothing crooked or curved wilt thou see in their place.

The technical term for this is that this is called a convex function.

Test whether a given polygon is convex

In multimodal distributions, you have a curve that has multiple bumps.

The first thing we see is we have a side, a side, and a side

A polygon that corresponds to the convex hull of another polygon

Oh, crap. There's guards. What do we do?

Divide both sides by this, and we get y is equal to 1 over s squared And actually, let me make sure that that is right.

This one is called bimodal because it has exactly 2 bumps.

Q. No Mooji No.

And here you can see that it's walking over unstructured terrain.

Palpate the distal quadriceps, quadriceps tendon, the patella, patellar tendon, the tibial tuberosity, and the fat pads beneath the patella.

On the medial side palpate the medial collateral ligament, the medial joint line, the pes anserine bursa.

OK, well now, if we were to add these two equations, when you add equations, you just add the left side and you add the right side.

Side Left

Side Right

Outward