| Discussion: | Dynamic Geometry Exploration: Properties of the Midsegment of a Trapezoid tool |
| Topic: | Midsegment of a rectangle? |
| Related Item: | http://mathforum.org/mathtools/tool/15621/ |
| Post a new topic to the Dynamic Geometry Exploration: Properties of the Midsegment of a Trapezoid tool Discussion discussion |
| ||||||||
| Subject: | RE: Midsegment of a rectangle? |
| Author: | Alan Cooper |
| Date: | Dec 8 2004 |
Is it possible to find *any* non-trapezoidal example of a quadrilateral for
which the distance between the midpoints of two non-adjacent sides is equal to
the average of the lengths of the other two sides?
Alan
P.S. I am firmly in the camp of those who consider parallelograms to be
trapezoidal so I wouldn't consider a parallelogram or rectangle to be examples
of what I am asking for.
| |||||||
| Post a new topic to the Dynamic Geometry Exploration: Properties of the Midsegment of a Trapezoid tool Discussion discussion | |||||||