Name ______________________
1. In the diagram below, ∠NOP is a
2. Keshawn painted 12 game
straight angle.
pieces, each on the shape of a
square pyramids. Each pyramid’s
base was 2 inches long and each
triangular face was 4 inches tall.
What was the total surface area
that Keshawn painted?
A. 20 in2
Which equation could be used to
B. 32 in2
C. 192 in2
D. 240 in2
find x, the measure of ∠ROS?
A. x + 90 = 180
B. x = 130 + 90
C. x = (130 + 90) – 50
D. x = 180 – (90 + 50)
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3. A chef is using a cooking pot
that requires a lid with a
5. Which pair of triangles below is
similar?
circumference of about 60
centimeters. The chef only
A.
knows the diameters of all the
lids in her kitchen. Which
equation could she use to find
the correct lid?
A.
60
𝜋
B.
=d
B. 60π = d
C. 60 – π = d
D. 60 + π = d
C.
4. The diagram below shows two
D.
similar triangles.
What is the length of line AC in
the triangle ABC?
A. 4 ft
B. 5 ft
C. 6 ft
D. 8 ft
2
6. A circle with a diameter of
4.75 inches has an approximate
7. An elementary school principal
plans to purchase gravel for the
circumference of –
playground. The sandbox and the
swing set area will NOT have
gravel. The dimensions for the
playground are shown below.
A. 11.68 in.
B. 12.543 in.
C. 12.75 in.
D. 14.915 in.
About how much area needs to be
covered with gravel?
A. 3496 ft2
B. 4438 ft2
C. 4689 ft2
D. 4721 ft2
3
8. Trisha designed a class vase in
the shape of a rectangular pyramid.
9. The diagram below represents a
rectangular garden that is 4
The vase has a volume of 1000
cubic centimeters and a height of
meters long and 3 meters wide.
20 centimeters. Which of the
following could be the dimensions
of the vase’s base?
If 1 meter equals about 3.3 feet,
what is the approximate area of
the garden in square feet?
A. 10 cm by 5 cm
B. 10 cm by 15 cm
C. 30 cm by 0.5 cm
D. 30 cm by 11 cm
A. 39.6 ft2
B. 46.2 ft2
C. 118.8 ft2
D. 130.68 ft2
10. Nigel has a square sheet of
paper with edges that are 25 cm
long. He wants to cut the largest
possible circle from the paper. To
the nearest whole cm, what is the
largest circle area he can have?
A. 39 cm2
B. 79 cm2
C. 491 cm2
D. 1963 cm2
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