For the following problems, fill out as much information as possible. Statement Notation 1. If AABC is an isosceles triangle, then angle A is congruent to angle C. Given: Conclusion: Conclusion: Given: 2. If AB is an angle bisector Given: of ZMAT, then the angles created by the bisector are congruent. Given: Conclusion: Conclusion: Conclusion: 3. If AB is a perpendicular bisector of MN at point B, then MB is congruent to BN. Given: Given: Conclusion: A Picture B C
For the following problems, fill out as much information as possible. Statement Notation 1. If AABC is an isosceles triangle, then angle A is congruent to angle C. Given: Conclusion: Conclusion: Given: 2. If AB is an angle bisector Given: of ZMAT, then the angles created by the bisector are congruent. Given: Conclusion: Conclusion: Conclusion: 3. If AB is a perpendicular bisector of MN at point B, then MB is congruent to BN. Given: Given: Conclusion: A Picture B C
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
![Statement
If two lines intersect,
creating vertical angles,
then the vertical angles are
congruent.
Given:
Conclusion:
If two lines intersect,
creating vertical angles,
then the vertical angles are
congruent.
Given: Two lines intersect,
creating vertical angles.
Conclusion: The vertical
angles are congruent.
Conclusion:
Conclusion:
Given: Two lines intersect,
creating vertical angles.
For the following problems, fill out as much information as possible.
Statement
Notation
1. If AABC is an isosceles
triangle, then angle A is
congruent to angle C.
Given:
Given:
Notation
Conclusion: ZNMA =
ZRMT
Conclusion:
Given:
2. If AB is an angle bisector Given:
of ZMAT, then the angles
created by the bisector are
congruent.
Given:
Conclusion:
3. If AB is a perpendicular
bisector of MN at point B,
then MB is congruent to BN.
Conclusion:
Given:
N
Conclusion:
N
Picture
A
M
Picture
B
M
R
C](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff6d18842-5dd6-4dfc-b147-b088622eb311%2F94093330-0f86-4d9c-9a72-c815bdb6d1d6%2Fuwik01dg_processed.png&w=3840&q=75)
Transcribed Image Text:Statement
If two lines intersect,
creating vertical angles,
then the vertical angles are
congruent.
Given:
Conclusion:
If two lines intersect,
creating vertical angles,
then the vertical angles are
congruent.
Given: Two lines intersect,
creating vertical angles.
Conclusion: The vertical
angles are congruent.
Conclusion:
Conclusion:
Given: Two lines intersect,
creating vertical angles.
For the following problems, fill out as much information as possible.
Statement
Notation
1. If AABC is an isosceles
triangle, then angle A is
congruent to angle C.
Given:
Given:
Notation
Conclusion: ZNMA =
ZRMT
Conclusion:
Given:
2. If AB is an angle bisector Given:
of ZMAT, then the angles
created by the bisector are
congruent.
Given:
Conclusion:
3. If AB is a perpendicular
bisector of MN at point B,
then MB is congruent to BN.
Conclusion:
Given:
N
Conclusion:
N
Picture
A
M
Picture
B
M
R
C
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Follow-up Questions
Read through expert solutions to related follow-up questions below.
Follow-up Question
can you do this one like the one on top? Someone else did it but i dont understand it.
![4. If parallel lines are cut by Given:
a transversal, then alternate
Interior angles are
congruent.
Given:
Conclusion:
5. If parallel lines are cut by Given:
a transversal, then.
corresponding angles are
congruent.
Given:
Conclusion:
6.
7.
8.
9.
10.
11.
Conclusion:
12.
Conclusion:
Given:
ZDCA ZBCA
ZB= 2D
Conclusion:
Given:
Conclusion:
Given:
Conclusion:
Given:
Conclusion:
Given:
Conclusion:
Given:
Conclusion:
Given:
Conclusion:
B
D
A
0
J₁
A
A
E
FB
W K
C
74
€
A](https://content.bartleby.com/qna-images/question/f6d18842-5dd6-4dfc-b147-b088622eb311/86d88885-b813-4ebc-857c-bdd2c098a5c8/wkcmx85_thumbnail.jpeg)
Transcribed Image Text:4. If parallel lines are cut by Given:
a transversal, then alternate
Interior angles are
congruent.
Given:
Conclusion:
5. If parallel lines are cut by Given:
a transversal, then.
corresponding angles are
congruent.
Given:
Conclusion:
6.
7.
8.
9.
10.
11.
Conclusion:
12.
Conclusion:
Given:
ZDCA ZBCA
ZB= 2D
Conclusion:
Given:
Conclusion:
Given:
Conclusion:
Given:
Conclusion:
Given:
Conclusion:
Given:
Conclusion:
Given:
Conclusion:
B
D
A
0
J₁
A
A
E
FB
W K
C
74
€
A
Solution
Follow-up Question
what do i put on the given and conclusion of the statement
Solution
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