1
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Let's draw a regular hexagon inscribed in a circumference.

2
00:00:04,889 --> 00:00:09,150
The first thing we are going to do, as usually, is to draw one diameter.

3
00:00:09,589 --> 00:00:16,750
This is going to be, I'm going to call this point, point A.

4
00:00:16,910 --> 00:00:19,870
This is going to be the first point of the hexagon.

5
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Then B, C, and here we are going to place D.

6
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Okay, now placing the compass on D and with the same measure of the radius of the circumference,

7
00:00:33,469 --> 00:00:37,460
I'm going to make an arch, okay?

8
00:00:37,780 --> 00:00:44,259
So if I join A with those points, I have an equilateral triangle, but I'm looking for an hexagon.

9
00:00:44,820 --> 00:00:50,539
So I'm going to repeat the same operation in A, okay?

10
00:00:50,539 --> 00:01:00,909
I'm going to draw an arch, the same, oops, sorry, the same radius, okay?

11
00:01:01,630 --> 00:01:03,210
I have problems with the tripod.

12
00:01:03,210 --> 00:01:10,909
Okay, so this distance is supposed to be the same, and this distance is supposed to be the same, if we do it properly.

13
00:01:12,030 --> 00:01:21,370
Okay, so now this is going to be point B, this is going to be point C, D, E, and F.

14
00:01:23,909 --> 00:01:25,189
Let's draw a rectangle.

15
00:01:25,530 --> 00:01:30,930
So here we have our regular hexagon inscribed in a circumference.