Construct an equiangular quadrilateral in Euclidean Geometry. What can we say about the following? Prove your results. a. Interior Angles - All of the angles are at , they are congruent b. Side lengths Two pair of opposite congruent lengths c. Number of parallel sides Two pairs of Parallel Sides d. Diagonals Two diagonals, which make 2 large congruent triangles e. What is the standard name for this class of quadrilaterals? Equiangular

Elementary Geometry For College Students, 7e
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ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
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ChapterP: Preliminary Concepts
SectionP.CT: Test
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Geometry, I need help writing the proofs. I wrote down what I saw. 

Construct an equiangular quadrilateral in Euclidean Geometry. What can we say about the
following? Prove your results.
a. Interior Angles
All of the angles are at, they are congruent
b. Side lengths
Two pair of opposite congruent lengths
c. Number of parallel sides
Two pairs of Parallel Sides
d. Diagonals
Two diagonals, which make 2 large congruent triangles
e. What is the standard name for this class of quadrilaterals?
Equiangular
CD = 7.09834
C
5708 rad
1.5708 rad
AC = 3.98626
DB = 3.98626
A5708 rad
1.B08 rad
АВ - 7.09834
Transcribed Image Text:Construct an equiangular quadrilateral in Euclidean Geometry. What can we say about the following? Prove your results. a. Interior Angles All of the angles are at, they are congruent b. Side lengths Two pair of opposite congruent lengths c. Number of parallel sides Two pairs of Parallel Sides d. Diagonals Two diagonals, which make 2 large congruent triangles e. What is the standard name for this class of quadrilaterals? Equiangular CD = 7.09834 C 5708 rad 1.5708 rad AC = 3.98626 DB = 3.98626 A5708 rad 1.B08 rad АВ - 7.09834
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