BEHRONEMead.MathJashowna StrongHomework1) An alternate definition of a midpoint is as follows:"Point M is the midpoint of AB if AM E MB." However, the figure providesan example where AM MB but M is NOT the midpoint of AB.How could you "fix" this definition of "midpoint" by inserting a few more words?2) What's wrong with this statement? AB=BCExplain.BCWhat are two different ways you could fix it?Refer to the diagram to the right:1)is the midpoint ofR2)is the bisector ofM.P.

Point M is the midpoint of AB if AM=MB. However, the figure provides an example where AM=MB but M is…

Jashowna Strong Homework B 1) An alternate definition of a midpoint is as follows: "Point M is the midpoint of AB if AM E MB." However, the figure provides an example where AM MB but M is NOT the midpoint of AB. M. How could you "fix" this definition of "midpoint" by inserting a few more words? 2) What's wrong with this statement? AB=BC Explain. C What are two different ways you could fix it? n Refer to the diagram to the right: 1) is the midpoint of M 2) is the bisector of P.

Jashowna Strong Homework B 1) An alternate definition of a midpoint is as follows: "Point M is the midpoint of AB if AM E MB." However, the figure provides an example where AM MB but M is NOT the midpoint of AB. M. How could you "fix" this definition of "midpoint" by inserting a few more words? 2) What's wrong with this statement? AB=BC Explain. C What are two different ways you could fix it? n Refer to the diagram to the right: 1) is the midpoint of M 2) is the bisector of P.

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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Question

BEHR
ONE
Mead.
Math
Jashowna Strong
Homework
1) An alternate definition of a midpoint is as follows:
"Point M is the midpoint of AB if AM E MB." However, the figure provides
an example where AM MB but M is NOT the midpoint of AB.
How could you "fix" this definition of "midpoint" by inserting a few more words?
2) What's wrong with this statement? AB=BC
Explain.
B
C
What are two different ways you could fix it?
Refer to the diagram to the right:
1)
is the midpoint of
R
2)
is the bisector of
M.
P.

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