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1.
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An aquarium tank is 2.8 feet long, 1.2 feet wide, and 2.3 feet high. How many
gallons of water would it take to fill the tank two-thirds full? (A cubic foot is 7.48
gallons)
A) | 38.15 | B) | 57.81 | C) | 87.58 | D) | 152.61 |
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2.
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A sphere with a 2-inch radius is
packed in a cube so that all sides touch.
How much empty space is left in the
cube? |  | | |
A) | 13.7 cu in | B) | 30.5 cu in | C) | 33.5 cu in | D) | 47.2 cu
in |
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3.
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A cylindrical paint can has a capacity of two gallon. For another size
can, the height is tripled. What is the capacity of the larger size?
A) | 6 gal. | B) | 18 gal. | C) | 54 gal. | D) | 0.67
gal. |
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4.
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What is the volume in cubic feet of a refrigerator whose interior is 4.5 feet
tall, 2.5 feet wide, and 2 feet deep?
A) | 15 cu ft | B) | 19 cu ft | C) | 22.5 cu ft | D) | 25 cu
ft |
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5.
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Rounded to the nearest hundred cubic feet, | what is the total capacity (cone and cylinder) of the storage
container? |  | | |
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6.
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What is the volume of a right square pyramid with a height of 7 inches and a
base that measures 10 inches by 10 inches?
A) | 233.3 in3 | B) | 23.3 in3 | C) | 163.3 in3 | D) | 272
in3 |
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7.
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The Pyramid of the Moon at Teotihuacan in Mexico has a square base with sides of
length 150 meters and a height of 43 meters. Approximately what is the volume of the Pyramid of the
Moon?
A) | 90,000 m3 | B) | 320,000 m3 | C) | 280,000
m3 | D) | 970,000 m3 |
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8.
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What is the approximate volume of a ampule that is 7 centimeters tall and has a
3 centimeter diameter?
A) | 33 cu cm | B) | 49.5 cu cm | C) | 66 cu cm | D) | 197.9 cu
cm |
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9.
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The ratio between the volumes of two spheres is 216 to 8. What is the ratio
between their respective radii?
A) | 1296:64 | B) | 216:16 | C) | 36:4 | D) | 6:2 |
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10.
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To the nearest gallon, what is the volume of a cylindrical water heater 1.3 feet
in diameter and 3.5 feet tall? (1 cubic foot = 7.48 gallons)
A) | 54 gal | B) | 35 gal | C) | 107 gal | D) | 139
gal |
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11.
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This drawing shows cubic boxes stacked in the corner of a warehouse.
If each box will hold 4 cubic
feet, what is the total capacity of the stack of boxes? |  | | |
A) | 244 cubic feet | B) | 248 cubic feet | C) | 252 cubic feet | D) | 256 cubic
feet |
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12.
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The cylinders shown are similar.
What is the
volume of the larger cylinder? |  | | |
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13.
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A right square pyramid has a height of 12 feet and a base area of 41.37 square
feet. What is the volume, in cubic feet, of the pyramid?
A) | 165.48 | B) | 248.22 | C) | 330.96 | D) | 496.44 |
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14.
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The radius of Sphere M is 3 meters, and the radius of Sphere L is
5 meters. How many times larger is the volume of Sphere L compared to the volume of
Sphere M ?
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15.
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A cylinder has a diameter of 18 centimeters and a height 4 times its
radius. What is its volume?
A) |  cu cm | B) |  cu cm | C) |  cu
cm | D) |  cu cm |
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16.
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A cone has a slant height of 12 centimeters and a
lateral area of 60p square centimeters. What is the volume of a sphere
with a radius equal to that of the cone?
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17.
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This is one view of a 3-dimensional object.
Which is a different view of the same
object? |  | | |
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18.
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Which is a two-dimensional representation | of the view from in back of the figure? |  | | |
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19.
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Which could be the view of this stack | of
cubes from directly above? |  | | |
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20.
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Which are the | top, side, and front
views of the object shown? |  | | |
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21.
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Which of the following nets can be folded along the dashed lines to form a
cube?
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22.
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Which represents a two-dimensional view from directly above the figure? 
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23.
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The following drawing represents a
tetrahedron.
Which of the following nets could be folded on the dashed lines to form a
tetrahedron? |  | | |
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24.
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The surface area of a plastic ball is  . A sponge ball has a radius twice
that of the plastic ball. What is the surface area of the sponge ball?
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25.
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Which of the following nets could not be folded along the dotted lines to
form a cube?
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