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Question
Submitted by janheb on Tue, 2012-06-05 22:02
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Hello. I need help with explaining why a quadrilateral is a parallelogram and not a rhombus or a rectangle.

Hello. I need help with explaining why a quadrilateral is a parallelogram and not a rhombus or a rectangle.

Answer
Submitted by Andrein on Wed, 2012-06-06 05:36
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price: $5.00

Complete answer

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Let's first xxxxxx the definitions xxx xxxxxxxxxxxxxx xxxxxxxxxxxxxx rhombus and xxxxxxxxxx

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x xxxxxxxxxxxxx is x polygon xxxx x sides and x vertices (corners). xx doesn't matter what lengths xxx xxxxx xxxx xx what xxxxxx we have xx xxx corners. By xxxxxxxxxx xxx xxxxxxxxxxxxxxx xxxxxxxxx and xxxxxxxxxx xxx xxxxxxxxxxxxxxx

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A parallelogram is defined as xxxxx x xxxxxx (this xxxxx xxxx xx interior angle is greater xxxx 180 degrees) quadrilateral with two pairs xx parallel xxxxxx xx a consequence xx xxx xxxxxxxxxxxx the xxxxxxxx sides xx a parallelogram are xx equal xxxxxx and xxx opposite angles xxx xx x parallelogram are xx xxxxx measure.

x

A xxxxxxx xx defined as a xxxxxxxxxxxxx with all the sides of xxxxx length. Since all the sides xxx xxxxx it can xx easily xxxxxx xxxx all opposing xxxxxx have the xxxx measure xxx xxxx xxxx xxx xxxxxxxx xxxxx are parallel. xxxx the xxxxxxx xx x special type xx xxxxxxxxxxxxxx

x

A xxxxxxxxx xx defined xx xxxxx x xxxxxxxxxxxxx with all xxx xxxxxx

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