Discussion:  All Topics 
Topic:  Midsegment of a rectangle? 
Related Item:  http://mathforum.org/mathtools/tool/15621/ 
Post a new topic to the tool: Dynamic Geometry Exploration: Properties of the Midsegment of a Trapezoid discussion 

Subject:  RE: More on What is a Trapezoid 
Author:  proofpad 
Date:  Jan 10 2005 
Sorry, but how do your reach
> that conclusion? An Isosceles trapezoid [although I've never heard
> the term applied to other than the triangle], isn't *any* trapezoid,
> but one in particular, as the square isn't any rectangle, but one in
> particular. If by Isosceles trapezoid you mean one with base angles
> equal, "any parallelogram" does not have two base angles equal, but
> only the "rectangular parallelogram" has that property. So all
> rectangles would be "isosceles trapezoids", but not all
> parallelograms.
David.
When the geometry texts (as mine, the McDougalLittell) define a Trapezoid as
a quadrilateral with exactly one pair of parallel sides, it will then define an
isosceles trapezoid as a trapezoid with the legs (nonparallel sides)
congruent.
Gabriel Edge
 
Post a new topic to the tool: Dynamic Geometry Exploration: Properties of the Midsegment of a Trapezoid discussion  
Visit related
discussions: Dynamic Geometry Exploration: Properties of the Midsegment of a Trapezoid tool  