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A set of manipulatives that are used in elementary math instruction. They can be used in a variety of manners from basic sorting activities and geometric shape exploration to higher level math skills. One person felt.... A really badly implemented idea being used in grade school curriculum for teaching geometry.

The concept is to use a set of simple shapes called "power polygons" as tools. These tools are used for tasks such as assembling more complex shapes.

This idea, by itself, could be very good for teaching children how to visualize shapes and to break the shapes down. However, this idea of power polygons have become nothing more than another abused idea to create overly convoluted problems and explanations.

Examples (using my wording):

(Given a shape such as an isosceles trapezoid)

Determine the degrees in a given angle using power polygons.

(Given a shape such as a large isosceles triangle)

Divide the shape into power polygons.

At first glance this may seem like an interesting way to explain shapes, but it usually degenerates into overly complicated assignments that children do not understand and completion is usually dependent on outside help such as from parents.

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Q: What is a power polygon?
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What does a power polygon look like?

From what I have been able to find out (using my daughter's homework) is that "Power Polygons" are any "normal" polygon that can be combined with another "normal" polygon to form another, different looking polygon (a mega-polygon, I guess?)that you can then divide up so you can see the individual "Power Polygon" pieces. Perhaps the name "Power Polygons" is derived from the fact that these polygons have the power to create other polygons. Logically then a "Power Polygon" is, really, just any polygon, just with a new, exciting, and high tech sounding name.


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You mean a power polygon right? I'm going to assume you do since poluyon isin another language that I don't know... You use a protractor, like you do withnormal polygons... but they are used more as a tool to learn what is obtuseand acute angles are that the angle itself...And for those who don't know what a power polygon is check this out: What_is_a_power_polygon


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