Given A = (1,2) and B = (7, 14), find the point that partitions segment AB in a 2 : 1 ratio. The point, C, that partitions segment AB so that AC:CB is 2:1 ratio is (

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.1: Sets And Geometry
Problem 5E: Which type of path straight, curved, circular, or scattered is determined by: a a roller coaster? b...
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Use the diagram below to answer the questions.
For each equation, is the graph of the
equation parallel to the line shown,
perpendicular to the line shown, or
neither?
a. y = 0.25x
b. y = 2x - 4
c. y-2 = -4(x – 3)
d. 2y + 8x = 7
e. x - 4y = 3
(From Unit 6, Lesson 12.)
Match the above equations and their graphs as being parallel, perpendicular or neither
to the line graphed in the diagram.
The equation of median AE is ( Select )
The equation of median CD is ( Select )
a
( Choose |
The equation of median BF is ( Select )
b
[ Choose |
The intersection of the medians is located at ( Select )
[ Choose ]
Choose
e
[ Choose |
Transcribed Image Text:Use the diagram below to answer the questions. For each equation, is the graph of the equation parallel to the line shown, perpendicular to the line shown, or neither? a. y = 0.25x b. y = 2x - 4 c. y-2 = -4(x – 3) d. 2y + 8x = 7 e. x - 4y = 3 (From Unit 6, Lesson 12.) Match the above equations and their graphs as being parallel, perpendicular or neither to the line graphed in the diagram. The equation of median AE is ( Select ) The equation of median CD is ( Select ) a ( Choose | The equation of median BF is ( Select ) b [ Choose | The intersection of the medians is located at ( Select ) [ Choose ] Choose e [ Choose |
Given A = (1,2) and B = (7, 14), find the point that partitions segment AB in a 2 : 1
ratio.
The point, C, that partitions segment AB so that AC:CB is 2:1 ratio is (
Transcribed Image Text:Given A = (1,2) and B = (7, 14), find the point that partitions segment AB in a 2 : 1 ratio. The point, C, that partitions segment AB so that AC:CB is 2:1 ratio is (
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