Your Ultimate Source for Geometric Constructions! Learn geometric constructions the easy way, and have fun at the same time! This site makes learning the secrets to the compass and straightedge easy. Included are several constructions seen nowhere else online. Simply follow one of the links to begin your quest! Apr 7, 2003 ROBIN HU.
http://hptgn.tripod.com/
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Geometric Constructions for Compass and Straightedge | hptgn.tripod.com Reviews
https://hptgn.tripod.com
Your Ultimate Source for Geometric Constructions! Learn geometric constructions the easy way, and have fun at the same time! This site makes learning the secrets to the compass and straightedge easy. Included are several constructions seen nowhere else online. Simply follow one of the links to begin your quest! Apr 7, 2003 ROBIN HU.
hptgn.tripod.com
Octagon
http://hptgn.tripod.com/octagon.htm
The Octagon (8 sided polygon) is just the construction of a square, twice! The construction of the octagon is very similar to the construction of the square. So that they are perpendicular to each other and so that A. Are on circle O. The bisector of angle AOB. At two points of the octagon. Use them to find the rest!
Pentadecagon
http://hptgn.tripod.com/pentadecagon.htm
A construction that is hardly ever seen today, the construction of the pentadecagon (15 sided polygon! Is the combination of the constructions of a pentagon and triangle! A pentadecagon has a central angle of 24°. To do this, we need to construct a 60° angle and a 36° angle, and subtract the two. So that they are perpendicular to each other, and A. Are on circle O. The midpoint of OB. Draw a circle at C. Dotted) that crosses point A. Draw a circle at A. Purple), crossing point D. Draw a circle at E.
Pentagon
http://hptgn.tripod.com/pentagon.htm
The construction of the pentagon (five sided polygon) has been known for a very long time, since the Greeks! There are many variations on it. The first is the most popular and easiest. So that they are perpendicular to each other. The midpoint of OA. Draw a circle at M. This circle should also intersect OA. Draw a circle at B. Crosses the original circle at two points of the pentagon. You can use them to find the other two. The diameter of circle O. A line perpendicular to AB. Find the midpoint M. There ...
Nonagon
http://hptgn.tripod.com/nonagon.htm
The Nonagon (9 sided polygon) is also a figure impossible to construct with only compass and straightedge. It can, however, be approximated. The diameter of circle O. Draw a circle at A. Each with radius AB. They cross each other at C. The second point from the left on AB. Draw a line through points C. Are points of the nonagon. Use them to find the rest!
Impossible
http://hptgn.tripod.com/impossible.htm
There are numerous constructions that have been proven impossible to be constructed using compass and straightedge alone. These include angle trisection. However, they can be constructed through approximations or even marked straightedges. The first example illustrates this. Trisect it. This can be done using a marked ruler. Take a ruler and mark points D. Draw line from point A. Red) parallel to OB. Draw line from point A. Using your mared ruler, position it so that it crosses O. Draw a circle at E.
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Links and Resources
http://travelingalchemists.com/sacred-geometry/links-resources
Events, Classes & Workshops. Transformational & Healing Work. Performance, Artwork and Installations. Renfrew Park Moon Festival 2014. At the Vancouver Art Gallery 2013. Illuminares Lantern Festival 2012. Illuminares Lantern Festival 2011. At the Vancouver Art Gallery (2011). Winter Solstice Lantern Festival 2010. How To Draw Sacred Geometry. So you’d like to learn more about Sacred Geometry, outside of the classroom and away from the drawing board! Quadrivium – Ed. John Martineau. The last book master g...
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Geometric Constructions for Compass and Straightedge
Your Ultimate Source for Geometric Constructions! Learn geometric constructions the easy way, and have fun at the same time! This site makes learning the secrets to the compass and straightedge easy. Included are several constructions seen nowhere else online. Simply follow one of the links to begin your quest! Apr 7, 2003 ROBIN HU.
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