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"star polygon" THEORY CLASS 09-JUN-2009

The star polygon whose sides are surfaces incoming and outgoing angles alternately.

technical drawing for the star polygon can be constructed in two ways, by the method of reduction or the extension method.

Reduction Method: draw the star is inscribed within the polygon.

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Method Extension: involves using the regular polygon as the center, by plotting points of the star by extending the sides of regular polygon.
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two cases can be found in the stellate polygone:
1, in which case the polygon is drawn through a continuum that begins and ends at the same point. This will occasionally happen when the number of vertices of the star are prime numbers.
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Case 2 in which the polygon is drawn through two or more regular polygons inscribed and intercepted in the circle. This will occasionally happen when the number of vertices of the star have a common divisor.


Polygons CLASSIFIED BY NUMBER OF SIDES:

· Of 5 points.
· Of 10 points.
· Of 6 points.
· Of 11 points.
· From 7 points.
· Of 12 points.
· From 8 points.
· From 9 points.
• And so on.