This site will explore the meaning of Triangluation and let YOU use a cool program to do your own Triangulating!!!
- What is Triangulation?
- Let's Try Triangulating!
- Use Triangulating to Find Areas
- Use Triangulating to Find Interior Angles
- Check Your Work
- Back to "Everything You've Ever Wanted to Know About Triangles" homepage
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What is Triangulation?
In the word triangulation, you can almost find the word "Triangle." It's a pretty good guess, then, if you suspect that triangulation has something to do with triangles! In fact,
triangulation simply means:Dividing something into triangles! By something, we mean polygons. Triangulation divides polygons into triangles. What are polygons?
Examples of polygons are:
The definition of a polygon is: The union of three or more coplanar segments (or SIDES) such that each segment intersects exactly two others, one at each of its endpoints.
- triangles
- squares
- pentagons
- hexagons
- and many more!
(Thank you, Chicago Math Series for the definition)Polygons are simply shapes without exta sides sticking out! ![]()
Click here to Try Triangulating!
Now that you've had a chance to triangulate yourself, fill in this table by first printing out the table, then filling it in with a paper and pencil!
# of Sides on the Polygon 3 4 5 6 7 8 9 n # of Triangles formed when Triangulated 1 2 ![]()
Using Triangulating to Find Area!
Does triangulating serve us any purpose? The answer is of course, of course!!! Since we already know how to find Areas of Triangles , and we can divide every polygon or shape into triangles, we can find the area of polygons!
# of Sides of Regular Polygon 3 4 5 6 7 Area of Each Triangle Area of Entire Polygon
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Using Triangulating to Find the Sum of Interior Angles!
# of Sides of Regular Polygon 3 4 5 6 7 Sum of Interior Angles
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Now that You've Worked so Hard, Check Your Work!
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Click Here to Return to the Triangle Homepage!