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Geometry chapter 10 Team Test Review
Name________________________________
1. For each of the following, identify the type of line or segment.
A ______________________
E ______________________
B ______________________
F ______________________
A
B
C
C
•C
•
D
E
F
•C
C ______________________
•C
•C
•C
G ______________________
G
D ______________________
H
•
H _____________________
•
C
C
2. Solve for x. C is the center of the circle.
A
B
x
78
C
•
A
B
x
C
64
•
C 
B
A
•
C
D
134
X and mABC
4
x
42
84

3a. Graph the points (-4, 5) and (7, -2).
b. Find the distance between
points (-4, 5) and (7, -2).
c. Find the midpoint of these two points.
6
8
4+ x
5
x
10
x
4. Find the volume and surface area for the cylinder.
6
12
5. For the diagram at right answer the following:
P
A. Given that the line containing points P and Q
is tangent to the circle what type of triangle is
formed by PQC
_____________________
x
C
b. If PQ = 12 cm and the circle has a radius of 5 cm.
Then what is the distance for line CQ?
_______________________________
6. Give an example of each of the following angle pairs.
(A)
corresponding angles ___________
(B)
vertical angles ___________
(C)
alternate interior angles ___________
(D)
supplementary angles ___________
(E)
same-side interior angles __________
(F)
same-side exterior angles __________
(G)
alternate exterior angles ___________
7. a. If a circle has an area of 16π,
what is the radius of the circle? r = ______
b. If the same circle has a center at (-2, -3),
what is the equation of the circle? ___________
c. Graph this circle.
Q
c. Find the distance of just segment XQ.
o
1 2
3 4
m
5 6
8 7
n
8. Use circle P below to find the measures.
B
36°
C
72°
P
D
A
a. mBPC
C
B
40°
P
A
b. mBAC
c. mADC
9. In circle P at the left with diameter 12cm, solve for
a. measure of arc BC
d . measure of arc AC
b. measure of arc AB
e. length of arc BC
c. measure BAC
Geometry chapter 10 Team Test Review--KEY
2. For each of the following, identify the type of line or segment.
A
CHORD
B
TANGENT
A
B
E INSCRIBED ANGLE
F
C
C
•C
•
D
SEGMENT
E
F
•C
C
RADIUS
G
•C
•C
•C
CENTRAL ANGLE
G
D
DIAMETER
H
H
•
SECANT
•
C
C
2. Solve for x. C is the center of the circle.
A
B
x
78
C
•
A
x
C
x
B
64
•
C 
B
A
•
C
D
134
x = 32o
and mABC
x = 180o
x = 67o
4
x
42
6
84

8
x = 117o
4+ x
5
10
x
x = -16
3a. Graph the points (-4, 5) and (7, -2).
x
x = 14.75units
4. Find the volume and surface area for the cylinder.
b. Find the distance between
points (-4, 5) and (7, -2). d = 13.0
c. Find the midpoint of these two points. (1.5, 1.5)
6
12
•
Volume = 339.3 un3
•
SA = 282.7 un2
5. For the diagram at right answer the following:
P
A. Given that the line containing points P and Q
is tangent to the circle what type of triangle is
formed by PQC
Right triangle
Q
x
C•
b. If PQ = 12 cm and the circle has a radius of 5 cm.
Then what is the distance for line CQ?
13
c. Find the distance of just segment XQ.
XQ = 8 units
6. Give an example of each of the following angle pairs.
(A)
corresponding angles 1 & 5
(B)
vertical angles 1 & 4
(C)
alternate interior angles 3 & 6
(D)
supplementary angles 1 & 2
(E)
same-side interior angles 3 & 5
(F)
same-side exterior angles _1 & 8
(G)
alternate exterior angles 1 & 7
o
1 2
3 4
m
5 6
8 7
n
7. a. If a circle has an area of 16π,
8. Use circle P below to find the measures.
what is the radius of the circle? r = 4
b. If the same circle has a center at (-2, -3),
36° C
what is the equation of the circle? 42=(x+2)2+(y+3)
B
c. Graph this circle.
72°
P
D
A
a. mBPC
36o
C
B
18o
c. mADC
inscribed
54o inscribed
9. In circle P at the left with diameter 12cm, solve for
40 o
40°
a. measure of arc BC
P
b. measure of arc AB 160o
c. measure BAC
A
central
b. mBAC
20o
d . measure of arc AC
e. length of arc BC
160o
40
12   4.2units
360