Has anyone seen a toad?

I can't distinguish a frog from a toad.

I can't tell a frog from a toad.

That little toadface better show.

Let me make a simple example of a world like this with an obstacle over here.

It's a joint of tubes.

And it deals with right triangles.

And since that is a triangle that has a 90 degree angle, it's a right triangle.

That's where you'd like to put skin.

Let me draw it a little bit neater than that.

Take a look at this.

Now what else can we figure out?

You look down upon him already.

So it's D.

A very fancy word for a very simple idea.

Энд байгаа налсан 2 өнцгүүдийн нийлбэртэй тэнцүү.

just proximal to the third metacarpal base the ulna styloid the triangular fibrocartilage complex along the metacarpals and the fingers.

And so if this angle right over here is 4x, it has a corresponding angle where the transversal intersects the other parallel line.

So let me draw it in the same yellow.

Naturalism. Detail.

We know that this is going to be equal to it's vertical angle.

It's this, and I think this is a particularly lovely solution.

So this angle right over here, its outside ray, I guess you could say, forms a line with this angle right over here.

So this will also be, this will also be 4x.

How do I know it's not 15 or 16?

I could also so the acute angle could be this angle right over here.

So I have one, two, three, four triangles.

This angle plus this angle is going to be equal to this angle.

C A sorry CAE I should say is congruent to triangle CAE

Now we want to use the same sides white angle yellow side then orange angle

Яагаад гэвэл гурвалжины нийт өнцгүүд 180 градус байдаг.

35 is our c.

Now, we can use that exact same logic

Энийгээ F гээд нэрлэе, энэ дотоод өнцгийг G гэе.

So this is also 70 degrees.

And we could've also figured that out by saying, hey, this angle is supplementary to this angle right over here.

And then we have something interesting

Now the other thing that we know

Энэ нь О, энэ нь Р, энэ нь Q

Now, both of these triangles are also isosceles triangles, so their base angles are going to be the same. So that's one base angle, that's the other base angle.

This is a right angle

Intersect this polygon with another polygon

This is a 90 degree angle here.

It's a right triangle.

It might be something involving, the other option is something involving triangles.