2.- POLYGONS
TO START WITH...
TO START WITH...
Inscribed regular polygons:
Inscribed regular polygons:
Now that you know the names, we're going to learn how to construct basic polygons. In this video we're going to review Regular polygons inscribed in a given circle.
REGULAR POLYGONS WITH A GIVEN SIDE:
REGULAR POLYGONS WITH A GIVEN SIDE:
Now we're going to learn how to construct basic polygons with a given side.
Dividing a segment into several equal parts
Dividing a segment into several equal parts
We use Thales theorem to divide a given line segment into a number of equal parts with compass and straightedge or ruler. By using a compass and straightedge construction, we do this without measuring the line.
- Draw the given segment AB. This is the segment that we want to divide.
- From point A draw an oblique ray (r).
- Choose a measure with your compass. From point A draw arcs on the oblique ray as many arcs as parts you need.
- Join the last point of the oblique ray C with point B.
- Draw parallels using your set square to the segment BC from the other points on the ray.
STAR POLYGONS
STAR POLYGONS
DRAWING STAR POLYGONS
DRAWING STAR POLYGONS
Have a look at the following mandalas created with star polygons and get some inspiration to do your own!
WORKSHEETS FOR THIS UNIT:
WORKSHEETS FOR THIS UNIT:
INSCRIBED REGULAR POLYGONS
CREATE YOUR OWN MANDALA BASED ON A STAR POLYGON
DEADLINE FOR THIS UNIT: OCTOBER 29th
DEADLINE FOR THIS UNIT: OCTOBER 29th