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Benchmark 7 - Circles/Geometric Measures

Total questions: 13

Worksheet time: 41mins

Name
Class
Date
1.

Which line segment in the circle is also known as the "longest chord"?

a)

Radius

b)

Tangent

c)

Secant

d)

Diameter

2.

Diane is playing the game, "Spin the wheel for a prize". If she spins and the wheel rotates 130° and stops. Which formula can she use to find the circumference of the wheel’s rotation?

a)

C = 2 • π • r

b)


C = part deg⁡reewhole deg⁡reeC\ =\ \frac{part\ \deg ree}{whole\ \deg ree} • π • 2

c)

C = d3.14\frac{d}{3.14}

d)

C = d • π

3.

The distance all the way around the circle is called the...

a)

radius

b)

diameter

c)

circumference

d)

area

4.

The space contained inside of a circle is called the...

a)

radius

b)

diameter

c)

circumference

d)

area

5.
What is twice as long as a radius
a)
Center
b)
Diameter
c)
Tanget
d)
Arc
6.

Give an example of a chord

a)

line HI

b)

line KL

c)

line GH

d)

line GJ

7.

A circle has a circumference of 100 π cm. What is the radius of the circle?

a)

200 cm

b)

50 cm

c)

100 cm

d)

20 cm

8.

What is the approximate area, in square units, of circle C?

a)

19

b)

113

c)

524

d)

38

9.

Which measurement is closest to the circumference of the semicircle below?

a)

10 inches

b)

15 inches

c)

5 inches

d)

8 inches

10.

Olly’s bike tire has a radius of 14 inches. How far will Olly’s bike travel in one tire rotation? (Use π = 3.14.)

a)

71.96 inches

b)

43.96 inches

c)

87.92 inches

d)

615.44 square inches

11.

Triangle I is planted with daisies and Triangle II is planted with roses.


The area planted with daisies covers 2.2 square meters.


What is the approximate area of the section planted with roses?

a)

13 square meters

b)

6 square meters

c)

10 square meters

d)

4 square meters

12.

What is the BEST approximation of the area of the shaded region in the figure below?

a)

9 cm29\ cm^2

b)

66 cm266\ cm^2

c)

21 cm221\ cm^2

d)

48 cm248\ cm^2

13.

If the circumference of a circle is known, how can the radius be found?

a)

divide by π

b)

divide by 2π

c)

multiply by 2π

d)

multiply by π