GEOMETRY—TEST—CHAPTER 3
GEOMETRY—TEST REVIEW—CHAPTER 3—PARALLELS AND THEIR ANGLES
NAME: ________________________ DATE: ________ PERIOD: ________
USE THE FOLLOWING DIAGRAM FOR # 1--# 11.
# 1. If a | | b, then ( 5 and ( 18 are _______________,
(A.) congruent (B.) supplementary (C.) No Conclusion
# 2. If a | | b, then ( 8 and ( 10 are __________.
(A.) congruent (B.) supplementary (C.) No Conclusion
# 3. If a | | b, then ( 2 and ( 10 are ________.
(A.) congruent (B.) supplementary (C.) No Conclusion
# 4. If a | | b, then ( 4 and ( 14 are ________.
(A.) congruent (B.) supplementary (C.) No Conclusion
# 5. If a | | b, then ( 12 and ( 7 are ________.
(A.) congruent (B.) supplementary (C.) No Conclusion
# 6. If a | | b, then ( 2 and ( 15 are _________.
(A.) congruent (B.) supplementary (C.) No Conclusion
# 7. If ( 3 ( ( 13, then ___________.
(A.) a | | b (B.) c | | d (C.) a | | b and c | | d (D.) No Conclusion
# 8. If ( 7 ( ( 18, then __________.
(A.) a | | b (B.) c | | d (C.) a | | b and c | | d (D.) No Conclusion
# 9. If ( 5 and ( 8 are supplementary, then ___________.
(A.) a | | b (B.) c | | d (C.) a | | b and c | | d (D.) No Conclusion
# 10. If ( 1 ( ( 6 and ( 6 and ( 16 are supplementary, then ________.
(A.) a | | b (B.) c | | d (C.) a | | b and c | | d (D.) No Conclusion
# 11. If ( 16 ( ( 10, then ________.
(A.) a | | b (B.) c | | d (C.) a | | b and c | | d (D.) No Conclusion
CHAPTER 3—TEST REVIEW—PARALLELS AND THEIR ANGLES—PAGE 2
# 12. m ( 1 = ________
m ( 2 = ________
m ( 3 = ________
m ( 4 = ________
m ( 5 = ________
IN # 13 – # 16, USE THE DIAGRAM AND THE GIVEN INFORMATION TO FIND THE VALUE OF x.
# 13. m ( 6 = x; m ( 8 = x – 20 . x = ________
# 14. m ( 7 = x; m ( 9 = 3 x + 20. x = _______
# 15. m ( 8 = 3 x – 8; m ( 7 = 2 x + 10. x = _____
# 16. m ( 6 = 8 x – 9, m ( 7 = 3 x. x = _______
# 17. If two parallel lines are cut by a transversal, which of the following is NOT necessarily
true? ________
(A.) Each pair of alternate interior angles are congruent.
(B.) Each pair of corresponding angles are congruent.
(C.) Each pair of same-side interior angles are congruent.
(D.) Each pair of alternate exterior angles are congruent.
# 18.
m ( 1 = ________
m ( 2 = ________
m ( 3 = ________
m ( 4 = ________
m ( ABC = 120(
CHAPTER 3—TEST REVIEW—PARALLELS AND THEIR ANGLES—PAGE 3
# 19.
(a.) Which type of angles are ( 2 and ( 6? _________
(A.) alternate interior angles (B.) alternate exterior angles
(C.) same-side interior angles (D.) corresponding angles
(b.) ( 4 and ( 9 are alternate interior angles formed by ______.
(A.) lines q and n with transversal t
(B.) lines n and t with transversal q
(C.) lines q and t with transversal n
(D.) none of these
(c.) If p | | q, m ( 4 = 4 x + 30 and m ( 16 = 3 x + 40, then m ( 15 = _____.
(A.) 35 (B.) 70 (C.) 110 (D.) 120
# 20.
x = _______, y = _________
# 21. # 22.
x = ____, y = ____, z = ____ x = ____, y = ____, z = ____
CHAPTER 3—TEST REVIEW—PARALLELS AND THEIR ANGLES—PAGE 4
# 22.
x = ______, y = ______, z = ______
# 23.
USE THE GIVEN INFORMATION TO NAME THE SEGMENTS, IF ANY, THAT
ARE PARALLEL.
(a.) ( 3 ( ( 6 ______________________
(b.) ( 9 ( ( 6 ______________________
(c.) m ( 7 + m ( AED = 180( ______________________________
(d.) ( 2 ( ( 5 _________________________
-----------------------
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
a
b
c
d
60(
70(
1
2
3
4
5
6
7
8
9
13
12
11
10
9
8
7
6
5
4
3
2
1
q
n
p
t
D
C
B
A
5
4
3
2
1
20(
34(
14
15
16
65(
70(
x(
y(
40(
70(
z(
x(
y(
60(
3 x(
y(
z(
E
D
C
B
A
9
8
7
6
5
4
3
2
1
z(
2 x(
3 y(
4 x(
84(
................
................
In order to avoid copyright disputes, this page is only a partial summary.
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.