3-Parallel Lines and Transversals:How to define the reason PDF

Title 3-Parallel Lines and Transversals:How to define the reason
Author Andrew Smith
Course Introduction to Antropology
Institution Albertus Magnus College
Pages 6
File Size 237.4 KB
File Type PDF
Total Downloads 11
Total Views 135

Summary

Parallel lines describe the emotion of the smthing but to do this we need to understand the reason behind life and its meaning,...


Description

Kuta Software - Infinite Geometry

Name___________________________________

Parallel Lines and Transversals

Date________________ Period____

Identify each pair of angles as corresponding, alternate interior, alternate exterior, or consecutive interior. 1)

2) y

y

x x

3)

4) y

y x

x

5)

6) y y x x

7)

8) y x x

y

10)

9)

y x x

y

Find the measure of each angle indicated. 12)

11) ?

84° ?

110°

13)

14) ?

100°

111°

?

15)

16) ?

125° ?

47°

18)

17) 53°

?

?

113°

Solve for x. 19)

20) 75°

11 x − 2 21x + 6

21)

22) x + 139

60°

132°

8x − 4

23)

24) −1 + 14 x 23 x − 5 12 x + 17

21x + 5

Find the measure of the angle indicated in bold. 26)

25)

20x + 5

96 x + 96

24x − 1

x + 96

28)

27) 6x

x + 109 5x + 10

x + 89

Kuta Software - Infinite Geometry

Name___________________________________

Parallel Lines and Transversals

Date________________ Period____

Identify each pair of angles as corresponding, alternate interior, alternate exterior, or consecutive interior. 1)

2) y

y

x x

corresponding alternate exterior 3)

4) y

y x

x

corresponding

consecutive interior

5)

6) y y x x

alternate exterior

alternate interior 7)

8) y x x

y

alternate exterior alternate interior

9)

10)

y x x

consecutive interior y

corresponding Find the measure of each angle indicated. 12)

11) ?

84° ?

110°

110°

84°

13)

14) ?

100°

111°

?

111°

80° 15)

16) ?

125° ?

47°

47° 125° 17)

18) 53°

?

113°

?

53° 113°

Solve for x. 19)

4

7

20) 75°

11 x − 2 21x + 6

8

21)

−7

22) x + 139

60°

132°

8x − 4

23)

9

5

24)

−1 + 14 x 23 x − 5 12 x + 17

21x + 5

Find the measure of the angle indicated in bold. 90°

25)

20x + 5

96 x + 96

24x − 1

x + 96

60°

27) 6x

85°

26)

80°

28)

x + 109 5x + 10

x + 89

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