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circle intro

Total questions: 25

Worksheet time: 23mins

Name
Class
Date
1.
Name a radius.
a)
AF
b)
CD
c)
HJ
d)
DG
2.
Name the diameter.
a)
BD
b)
AF
c)
BJ
d)
HF
3.
Name a tangent.
a)
BD
b)
AF
c)
BJ
d)
HF
4.
Name a secant.
a)
BD
b)
DG
c)
HF
d)
AF
5.
Point H is the...
a)
Center of the circle
b)
Radius
c)
Point of tangency
d)
None of these
6.
Name the circle.
a)
C
b)
F
c)
A
d)
G
7.
A major arc is named with 3 letters.
a)
True
b)
False
8.
A minor arc measures more than 180 degrees.
a)
True
b)
False
9.
a)
A
b)
B
c)
C
d)
D
10.
a)
A
b)
B
c)
C
d)
D
11.
Solve for the missing angle.
a)
45o
b)
90o
c)
22.5o
d)
128o
12.
The distance across the circle through the center is called the...
a)
radius
b)
diameter
c)
circumference
d)
area
13.
The perimeter of a circle is usually called the...
a)
radius
b)
diameter
c)
circumference
d)
area
14.
The space contained inside of a circle is called the...
a)
radius
b)
diameter
c)
circumference
d)
area
15.
If a circle has a radius of 10 ft. then which statement is true?
a)
The radius is 5 ft. 
b)
 The diameter is 5 ft
c)
The radius is 20 ft.
d)
The diameter is 20 ft.
16.
A DVD has a diameter of 15 millimeters. Which equation would help you determine the circumference?
a)
c = 15π
b)
C = 2π15
c)
c = 15 ÷ π
d)
c = 15 π
17.
If you multiply π × d then you will get the...
a)
radius
b)
diameter
c)
circumference
d)
area
18.
If you multiply π × r × r  then you will get the...
a)
radius
b)
diameter
c)
circumference
d)
area
19.

Which quadrant is 150o in?

a)

I

b)

II

c)

III

d)

IV

20.

Find the area of the circle in terms of π

a)

8π cm28\pi\ cm^2

b)

64π cm264\pi\ cm^2

c)

16π cm216\pi\ cm^2

d)

4π cm24\pi\ cm^2

21.

Find the area of the circle in terms of π

a)

4π m24\pi\ m^2

b)

16π m216\pi\ m^2

c)

2π m22\pi\ m^2

d)

8π m28\pi\ m^2

22.

If the radius is 12in, find the area of the shaded sector of the circle.

a)

 144π in2144\pi\ in^2 

b)

48π in248\pi\ in^2

c)

120π in2120\pi\ in^2

d)

36π in236\pi\ in^2

23.

Find the area of the 45o sector of the circle

a)

4.5π yd24.5\pi\ yd^2

b)

36π yd236\pi\ yd^2

c)

9π yd29\pi\ yd^2

d)

6π yd26\pi\ yd^2

24.

Find the shaded area in terms of π

a)

144π mm2144\pi\ mm^2

b)

72π mm272\pi\ mm^2

c)

108π mm2108\pi\ mm^2

d)

36π mm236\pi\ mm^2

25.

Find the area of the figure in terms of π

a)

12π units212\pi\ units^2

b)

30π units230\pi\ units^2

c)

9.5\pi\ units^2

d)

13π units213\pi\ units^2