a. R has coordinates (? . b. E has coordinates (, ? ). c. The midpoint of RE has coordinates (, ? _). d. A has coordinates (? e. H has coordinates (?. ? f. The midpoint of AH has coordinates (, 2 _). g. Because (? , _? ) is the midpoint of both K(2w, 2z) M(2u, 2v) R H S(21, 0) x RE and AH, RE and AH bisect each other.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.1: Real Numbers
Problem 16E
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Supply the missing coordinates to prove: The segments that join the midpointsof opposite sides of any quadrilateral bisect each other. Let H, E, A. and R be the midpoints of the sides of quadrilateral SOMK. Choose axes and
coordinates as shown.

a. R has coordinates (? .
b. E has coordinates (, ? ).
c. The midpoint of RE has coordinates (, ? _).
d. A has coordinates (?
e. H has coordinates (?. ?
f. The midpoint of AH has coordinates (, 2 _).
g. Because (? , _? ) is the midpoint of both
K(2w, 2z)
M(2u, 2v)
R
H
S(21, 0) x
RE and AH, RE and AH bisect each other.
Transcribed Image Text:a. R has coordinates (? . b. E has coordinates (, ? ). c. The midpoint of RE has coordinates (, ? _). d. A has coordinates (? e. H has coordinates (?. ? f. The midpoint of AH has coordinates (, 2 _). g. Because (? , _? ) is the midpoint of both K(2w, 2z) M(2u, 2v) R H S(21, 0) x RE and AH, RE and AH bisect each other.
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