HONORS GEOMETRY—CHAPTER 3—TEST REVIEW



HONORS GEOMETRY—CHAPTER 3—TEST REVIEW

NAME: _________________________________ DATE: _______ PERIOD: _____

# 1. Which is a pair of parallel planes? ______________

[A] DEO and NHG [B] EFG and NJI

[C] EFG and KMI [D] NJK and NJI

# 2. Define:

[1] skew lines: ______________________________________________________

[2] perpendicular lines: _______________________________________________

[3] parallel lines: ____________________________________________________

# 3. Use the figure below:

(a.) List all lines intersecting AB.

__________________________

(b.) List all lines skew to DC.

__________________________

(c.) List all lines parallel to CG.

__________________________

# 4. (a.) Paraphrase the Parallel Postulate. _______________________________________

(b.) Paraphrase the Perpendicular Postulate. __________________________________

# 5. What are the seven ways to prove that lines are parallel?

1) ________________________________________________________________

2) ________________________________________________________________

3) ________________________________________________________________

4) ________________________________________________________________

5) ________________________________________________________________

6) ________________________________________________________________

7) ________________________________________________________________

HONORS GEOMETRY—CHAPTER 3—TEST REVIEW—PAGE 2

# 6.

(a.) What type of angles are ( 6

and ( 2? _______________

(b.) What type of angles are ( 1

and ( 5? _____________

(c.) What type of angles are ( 2 and ( 4? ___________________________________

(d.) What type of angles are ( 3 and ( 6? __________________________________

(e.) What type of angles are ( 2 and ( 8? __________________________________

# 7.

Find m ( 1 and m ( 2 in the figure above. PQ and RS are parallel.

m ( 1 = ____________ m ( 2 = ____________

# 8.

In the figure shown, HC | | GD and m ( ABC = 113(. Which of the following statements

is false? _______

[A] m ( GEF = 113( [B] m ( DEF = 67(

[C] ( HBF and ( AED are alternate interior angles.

[D] ( ABH and ( AEG are corresponding angles.

# 9. Which lines, if any, can be proved parallel given the

diagram? For each conclusion, provide the

justification. _____________________________

HONORS GEOMETRY—CHAPTER 3—TEST REVIEW—PAGE 3

# 10. Which lines, if any, must be parallel on the

given diagram and situation?

Give the justification for each conclusion.

Given: ( 2 is supplementary to ( 9.

__________________________________________

# 11. Use the figure and the given information to determine which lines must be parallel.

Given: ( 1 ( ( 3. ________________

# 12. Which lines, if any, can be proved parallel given the following diagram? __________

# 13. Find the slope of the line. ________

# 14. Find the a) slope, b) midpoint, and c) distance of the line or line segment passing

through the points A(- 8, - 3) and B (- 5, - 2).

a) ________________ b) __________________ c) ___________________

HONORS GEOMETRY—CHAPTER 3—TEST REVIEW—PAGE 4

# 15. What is the slope of a line parallel to the line 5 x + 3 y = 7? _____________

# 16. A line parallel to y = 2/3 x – 7 is _________.

[A] y = 3/2 x + 2 [B] y = 2/3 x + 1

[C] y = - 3/2 x + 7 [D] y = - 2/3 x – 7

# 17. Find the slope-intercept form of the line passing through the point (3, - 5) and

parallel to the line y = - 4 x + 2. ________________________________

# 18. Which best describes the relationship between the lines with equations - 5 x – 7 y = 1

and - 20 x – 28 y = 4? _____________

[A] perpendicular [B] same line [C] neither parallel nor perpendicular

[D] parallel

# 19. What is the slope of a line perpendicular to the line 2 x + 4 y = 9? ___________

# 20. What best describes the relationship between Line 1 and Line 2?

Line 1 passes through (- 7, - 9) and (- 12, - 6).

Line 2 passes through (- 4, 8) and (- 9, 11).

______________________________________

# 21. Write the slope-intercept form of the equation of the line passing through the point

(- 1, 2) and perpendicular to the line y = - 5/6 x + 2. __________________

# 22. Find k such that (- 3, 4) and (2, k) have a slope of ¾ . ________________

# 23. Graph and give the slope of:

a) y = 3 b) x = 5

m = _______ m = ___________

c) y = 3 x – 4

m = __________________

HONORS GEOMETRY—CHAPTER 3—TEST REVIEW—PAGE 5

# 24. Find the value of x in the diagram. x = ____________

# 25. Find m ( 1 in the following diagram. m ( 1 = ____________

# 26. Find the m ( 2 in the following diagram. m ( 2 = ____________

-----------------------

D

E

F

G

H

I

J

K

N

O

L

M

A

B

C

D

E

F

G

H

n

l

m

1

2

3

4

5

6

7

8

P

Q

R

S

65(

1

2

A

B

C

D

E

F

G

H

a

b

c

d

28(

151(

9

8

7

6

3

4

2

5

d

c

b

a

1

1

2

3

4

5

l

m

n

p

72(

34(

74(

32(

a

b

c

d

e

(5 x – 20)(

(3 x + 52)(

136(

42(

1

(3 x – 2)(

(5 x – 10)(

2

................
................

In order to avoid copyright disputes, this page is only a partial summary.

Google Online Preview   Download