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
Related questions
Question
Two different answes from this site! How do i know which is right!
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CH
& ASK
탄 CHAT
Vx MATH S RCH
& ASK
탄 CHAT
Vx MATH S RCH
& ASK
탄 CHAT
νX MAΤΗ
OPTION (A) IS CORRECT.
because FH and LN are sides and in simila
triangles sides are not similar but ratio of
corresponding sides is equal.
Step 2 Solution
because FG and LM are corresponding sid
Given that
O FGH.N ALMN
similarly FH and LN are also correspondin
ides.
That is A FGH is similar to ALMN
OPTION (C) IS INCORRECT.
štep 2
Beacuse ratio of angles is not equal but
corresponding angles are equal.
OPTION (B) IS INCORRECT.
FG
GH
FH
MN
LN
Decause FH and LN are sides and in simila
LM
riangles sides are not similar but ratio of
corresponding sides is equal.
OPTION (D) IS INCORRECT.
EG
FH
LM
Because sides are not congruent in similai
triangles.
In similar triangles, colespondingg ang
equal
are
OPTION (C) IS INCORRECT.
LEm 4, m
m M
aud m LH = mN
Beacuse ratio of angles is not equal but
corresponding angles are equal.
mLF
mLL
OPTION (E) IS CORRECT.
Answer-
Because angle H and angle N are
corresponding angles.
OPTION (D) IS INCORRECT.
E
Because sides are not congruent in simila
riangles.
this solution
CS Scanned with CamScanner
this solution
PIC•COLLAGE"
Transcribed Image Text:bartleby.com
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re help whenever you need Try bartle ive help whenever you need Try bartle ive help whenever you need Try bartl
online tutors!
tutor toda i online tutors!
tutor toda 1 online tutors!
tutor toc
CH
& ASK
탄 CHAT
Vx MATH S RCH
& ASK
탄 CHAT
Vx MATH S RCH
& ASK
탄 CHAT
νX MAΤΗ
OPTION (A) IS CORRECT.
because FH and LN are sides and in simila
triangles sides are not similar but ratio of
corresponding sides is equal.
Step 2 Solution
because FG and LM are corresponding sid
Given that
O FGH.N ALMN
similarly FH and LN are also correspondin
ides.
That is A FGH is similar to ALMN
OPTION (C) IS INCORRECT.
štep 2
Beacuse ratio of angles is not equal but
corresponding angles are equal.
OPTION (B) IS INCORRECT.
FG
GH
FH
MN
LN
Decause FH and LN are sides and in simila
LM
riangles sides are not similar but ratio of
corresponding sides is equal.
OPTION (D) IS INCORRECT.
EG
FH
LM
Because sides are not congruent in similai
triangles.
In similar triangles, colespondingg ang
equal
are
OPTION (C) IS INCORRECT.
LEm 4, m
m M
aud m LH = mN
Beacuse ratio of angles is not equal but
corresponding angles are equal.
mLF
mLL
OPTION (E) IS CORRECT.
Answer-
Because angle H and angle N are
corresponding angles.
OPTION (D) IS INCORRECT.
E
Because sides are not congruent in simila
riangles.
this solution
CS Scanned with CamScanner
this solution
PIC•COLLAGE
Expert Solution

Step 1
Correct answer is
A,C and E .
If corresponding angles are equal the ratio of corresponding angles will also be equal.
Step by step
Solved in 2 steps

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