Directions Prove using coordinate geometry (there are three problems) 1. The vertices of quadrilateral MATH have coordinates M(-4,2), A(-1,-3), T(9,3), and H(6,8). Prove that quadrilateral MATH is a parallelogram. Prove that quadrilateral MATH is a rectangle.

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter12: Angle Relationships And Transformations
Section12.4: Translations
Problem 19E
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Directions
Prove using coordinate geometry (there are
three problems)
1. The vertices of quadrilateral MATH have
coordinates M(-4,2), A(-1,-3), T(9,3), and
H(6,8). Prove that quadrilateral MATH is a
parallelogram. Prove that quadrilateral MATH
is a rectangle.
2.The vertices of quadrilateral JKLM have
coordinates J(-3,1), K(1,-5), L(7,-2), and
M(3,4). Prove that JKLM is a parallelogram.
Prove that JKLM is not a rhombus
3. Triangle ABC has coordinates A(-6,2),
B(-3,6), and C(5,0). Find the perimeter of the
triangle. Express your answer in simplest
radical form
Transcribed Image Text:Directions Prove using coordinate geometry (there are three problems) 1. The vertices of quadrilateral MATH have coordinates M(-4,2), A(-1,-3), T(9,3), and H(6,8). Prove that quadrilateral MATH is a parallelogram. Prove that quadrilateral MATH is a rectangle. 2.The vertices of quadrilateral JKLM have coordinates J(-3,1), K(1,-5), L(7,-2), and M(3,4). Prove that JKLM is a parallelogram. Prove that JKLM is not a rhombus 3. Triangle ABC has coordinates A(-6,2), B(-3,6), and C(5,0). Find the perimeter of the triangle. Express your answer in simplest radical form
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