Geometry / Mr. Hansen |
Name: _________________________ |
Polygon Feature Chart
HPI (Hansen Polygons, Inc.) is pleased to introduce its 2002 line of polygons for all occasions.
Among our more reasonably priced models are the Rhombus®, the fun and sporty Kite®, the budget-priced Trapezoid®, the versatile Parallel-O-Gram®, the ultra-dependable (though not very exciting) Square®, and the ever-popular Rectangle®.
Below is a feature list for all our best-selling 3- and 4-sided models. Help us fill in the blanks!
Remember, you can buy Equilateral Triangles from either our Equiangular Dept. or from our Isosceles Dept. Because of the large demand for Squares, we are currently looking for a dealer to take part of the customer load currently being handled by the Rectangle Dept. and the Rhombus Dept. If you are interested in selling Squares, please send your resume to E. Michael Hansen, c/o St. Albans School, Mount St. Alban, Washington, DC 20016-5095.
Legend:
= standard feature
= extra-cost option (sometimes present, sometimes not)
= feature not available
* = "defining feature": a feature that is present if and only if you have a 3- or 4-sided polygon of this type
Notes:
a = Any Quadrilateral dealer can assist you if you want this feature. You need not contact any special department.
c = Please be sure to contact the Convex Quadrilaterals Dept. Our non-convex Quadrilaterals do not have a full set of diagonals.
i = If you want this feature, please contact the Isosceles Dept..
r = If you want this feature, please contact the Rectangle Dept. (or the Square Subdepartment).
s = If you want this feature, please contact the Square Subdepartment.
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4 coplanar sides |
each interior Ð < 180° |
con-gruent dia- |
equi- |
"aabb" pattern for sides |
"aabb" pattern for Ðs |
self-bisecting dia- |
at least 1 diagonal is ^ bisector of the other |
each dia- tor of the other |
both pairs of opp. Ðs con-gruent |
both pairs of opp. sides con-gruent |
both dia- tors |
Quadri- |
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Convex Quadri- |
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Parallel-O-Gram |
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Rectangle |
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Rhombus |
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Kite |
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Square |
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Trapezoid |
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Isosceles Trapezoid |
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Triangle |
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Isosceles Triangle |
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Equilateral Triangle |
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