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Angles (Transversal & Triangles) Practice and Review

Angles (Transversal & Triangles) Practice and Review

Assessment

Presentation

Mathematics

7th - 10th Grade

Practice Problem

Medium

CCSS
8.G.A.5, 7.G.B.5, HSG.CO.C.10

Standards-aligned

Created by

Ana Alcaraz

Used 24+ times

FREE Resource

10 Slides • 24 Questions

1

Angles (Transversal & Triangles) Practice and Review

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2

Poll

How well do you know all the different angle relationships we've learned?

I'm lost...help!

I kind of know them...need practice!

I'm about 75-80% there!

Totally got this! Let's learn something new!

3

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Same relative location at different intersections; congruent

4

Multiple Choice

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Which is the corresponding angle to ∠6?

1

∠2

2

∠3

3

∠4

4

∠5

5

∠7

5

Multiple Choice

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Which is the corresponding angle to ∠3?

1

∠2

2

∠3

3

∠4

4

∠5

5

∠7

6

Multiple Choice

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∠4 and ∠8 are corresponding. If ∠8 measures 135°, what does ∠4 measure? Why?

1

135° because corresponding angles are congruent

2

180° - 135° = 45° becuase corresponding angles are supplimentary

7

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Between the parallel lines; opposite sides of transversal; congruent

8

Multiple Choice

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Which is the alternate interior angle to ∠5?

1

∠1

2

∠3

3

∠4

4

∠6

5

∠8

9

Multiple Choice

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If ∠3 measures 40°, what is the measure of ∠6? Why?

1

40° because they are alternate interior angles and congruent

2

40° because they are corresponding angles and congruent

3

140° because they are alternate interior angles and supplimentary

4

140° because they are vertical angles and supplimentary

10

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Outside the parallel lines; opposite sides of the transversal; congruent

11

Multiple Choice

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Which is the alternate exterior angle to ∠2?

1

∠1

2

∠3

3

∠4

4

∠6

5

∠7

12

Multiple Choice

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If ∠8 measures 128°, how much does ∠1 measure? Why?

1

180° because they are supplimentary angles

2

128° because they are alternate exterior angles and congruent

3

128° because they are corresponding angles and congruent

13

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Between parallel lines; same side of transversal; supplimentary

14

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Outside parallel lines; same side of transversal; supplimentary

15

Multiple Choice

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Which is the alternate exterior angle to ∠2?

1

∠1

2

∠3

3

∠6

4

∠7

5

∠8

16

Multiple Choice

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Which is the same side exterior angle to ∠2?

1

∠1

2

∠3

3

∠6

4

∠7

5

∠8

17

Multiple Choice

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If ∠7 measures 49°, how much does ∠1 measure? Why?

1

131° because they are same side exterior angles and supplimentary

2

131° because they are alternate exterior angles and supplimentary

3

131° because they are corresponding angles and supplimentary

18

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Share vertex; form a line; supplimentary

19

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Across from each other at an intersection; congruent

20

Multiple Choice

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Which of these angles is NOT congruent to angle 5?

1

Angle 6

2

Angle 8

3

Angle 1

4

Angle 4

21

Multiple Choice

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If the  m7 = 115°,m\angle7\ =\ 115\degree,  find the measure of  2.\angle2.  

1

 115°115\degree  

2

 65°65\degree  

3

 180°180\degree  

4

Cannot be determined

22

Multiple Choice

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Which of the following angles would NOT be congruent to the measure of  7\angle7 ?

1

 2\angle2  

2

 3\angle3  

3

 6\angle6  

4

 8\angle8  

23

Multiple Choice

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Find the value of x.

1

x = 95

2

x = 85

24

Multiple Choice

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What is the measure of the angle?

1

100

2

110

3

90

4

80

25

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26

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27

Multiple Choice

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What is the measure of angle b?

1

146

2

34

3

36

4

136

28

Multiple Choice

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What is the value of the missing angle?

1

61

2

50

3

60

4

69

29

Multiple Choice

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Which two angles are the remote interior angles to Angle W?

1

Angle X and Angle Y

2

Angle X and Angle Z

3

Angle Y and Angle Z

4

Angle Z and Angle W

30

Multiple Choice

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What is the measure of x?

1

101°

2

111°

3

121°

4

131°

31

Multiple Choice

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Find the indicated angle measure. (What is ?)

1

51°

2

37°

3

167°

4

41°

32

Multiple Choice

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Set up an equation to find x.

1

42 + 8x = 2 + 12x

2

2 + 12x + 42 = 8x

3

42 + 8x + 2 + 12x = 180

4

42 + 8x = 180

33

Multiple Choice

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Which two angles are the remote interior angles to Angle W?

1

Angle X and Angle Y

2

Angle X and Angle Z

3

Angle Y and Angle Z

4

Angle Z and Angle W

34

Multiple Choice

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Find the measure of angle A. (You will need to solve for x, then plug it into <A)

1

44o

2

96o

3

-14o

4

63o

Angles (Transversal & Triangles) Practice and Review

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