Complete the explanation to prove or disprove each statement about the quadrilateral determined by the points W(-7,0), X(0, 0), Y (0, –5), Z (-7,-5). Prove that WXYZ is a square. Part 1 out of 4 Prove that the diagonals bisect each other. -7+0 -5+0 Midpoint of XZ. %3D 2 2 0-7 -5+0 Midpoint of WY. 2 Since the diagonals (select) va midpoint, they (select) each other.

Complete the explanation to prove or disprove each statement about the quadrilateral determined by the points W(-7,0), X(0, 0), Y (0, –5), Z (-7,-5). Prove that WXYZ is a square. Part 1 out of 4 Prove that the diagonals bisect each other. -7+0 -5+0 Midpoint of XZ. %3D 2 2 0-7 -5+0 Midpoint of WY. 2 Since the diagonals (select) va midpoint, they (select) each other.

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Description: O Miami-Dade County Public Sch XS Home-Student Portalhttps://my.hrw.com/dashbcA my.hrw.com/wwtb/api/viewer.pl(Johnson) 10.4 Coordinate Proof Using Distance withQuadrilaterals347 86.10QuestionComplete the explanation to prove or disprove each stateme

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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O Miami-Dade County Public Sch X
S Home-Student Portal
https://my.hrw.com/dashbc
A my.hrw.com/wwtb/api/viewer.pl
(Johnson) 10.4 Coordinate Proof Using Distance with
Quadrilaterals
3
4
7 8
6.
10
Question
Complete the explanation to prove or disprove each statement about the quadrilateral determined by the
points W(-7,0),X(0, 0), Y (0, –5), Zz(-7,-5).
Prove that WXYZ is a square.
Part 1 out of 4
Prove that the diagonals bisect each other.
-7+0 -5+o
Midpoint of XZ.
2
2
0-7 -5+0
Midpoint of WY.
2
Since the diagonals (select)
va midpoint, they (select)
v each other.
Next
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