The medians of APQR are PT, QU, and RS. They meet at a single point V. (In other words, V is the centrold of APQR.) Suppose VU=10, VS=7, and PT=21. Find the following lengths. Note that the figure is not drawn to scale. PV =|| %3D QV = 0 %3D RS = | R

Elementary Geometry for College Students
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Chapter5: Similar Triangles
Section5.6: Segments Divided Proportionally
Problem 29E: Given point D in the interior of RST, suppose that RG=3,GS=4,SH=4,HT=5, and KT=3. Find RK.
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The medians of APQR are PT, QU, and RS. They meet at a single point V.
(In other words, V is the centrold of APQR.)
Suppose VU=10, VS=7, and PT=21.
Find the following lengths.
Note that the figure is not drawn to scale.
PV =||
%3D
QV = ]
%3D
RS = 1
!!
R
Transcribed Image Text:The medians of APQR are PT, QU, and RS. They meet at a single point V. (In other words, V is the centrold of APQR.) Suppose VU=10, VS=7, and PT=21. Find the following lengths. Note that the figure is not drawn to scale. PV =|| %3D QV = ] %3D RS = 1 !! R
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