WorksheetsStandard #5: Volumes
Total questions: 28
Worksheet time: 1hrs 17mins
What is the volume of this solid?
26 cubic units
24 cubic units
24 square units
26 square units
What is the volume of this solid?
27 cubic units
18 cubic units
9 cubic units
3 cubic units
What shape is this?
rectangular prism
pyramid
triangular prism
cube
What is the volume of this solid? Leave in terms of pi.
36π
360π
720π
1440π
What is the volume of this solid? Leave in terms of pi.
156π m3
702π m3
2,106π m3
78π m3
What is the volume of this solid?
126 cm3
907.5 cm3
605 cm3
55 cm3
If B represents the area of the base, what is this the formula for?
Prisms
Pyramids
Cones
Spheres
If B represents the area of the base, what is this the formula for?
Pyramids
Spheres
Prisms
Cylinders
What is the volume of this solid?
56
243
364
728
This is the formula for the volume of...
Spheres
Cones
Cylinders
Mike has a large plastic cup that he is going to fill with water. The plastic cup is in the shape of a cone as shown. Which is closest to the volume of Mike’s cup? Leave in terms of pi.
21π cubic inches
63π cubic inches
66π cubic inches
198π cubic inches
Choir is selling Pringle Chips to raise money for a field trip. The container has a diameter of 10 inches and a height of 32 inches. What is the volume of the container? Leave in terms of pi.
267π cubic inches
400π cubic inches
800π cubic inches
3200π cubic inches
What is the volume of this solid?
240 cm3
1440 cm3
144 cm3
480 cm3
What is the volume of this solid? (The base is a rectangle)
24.5 m3
12.25 m3
29.4 m3
14.7 m3
What is the name of this shape?
Square Triangle
Cone
Square pyramid
Square prism
What is the volume of this solid?
48 units3
60 units3
144 units3
180 units3
All cross-sections of prisms are...
The same area
Different areas
All cross-sections of pyramids are...
The same area
Different areas
What is the volume of this solid?
1440 cm3
60 cm3
720 cm3
180 cm3
What is the volume of this solid? Leave in terms of pi.
48π ft3
36π ft3
216 ft3
288π ft3
What is the volume of a tennis ball with the radius of 2 inches ? Leave in terms of pi.
32π/3 cubic inches
16π/3 cubic inches
8π/3 cubic inches
4π/3 cubic inches
What is the volume of this solid? Leave in terms of pi.
48π
972π
192π
240π
If all of a cube's dimensions are doubled, what happens to its volume?
It stays the same
It gets doubled
It gets quadrupled
It gets multiplied by 8
If the radius of a cylinder is tripled (and the height stays the same), what happens to the volume of the cylinder?
It stays the same
It gets tripled
It gets multiplied by 9
It gets multiplied by 27
If the height of a cone is cut in half (and the radius stays the same), what happens to the volume of the cone?
It stays the same
It gets cut in half
It gets divided by 4
It gets divided by 8
Will you help me make rectangular pyramid ice cream holders popular?
Yes, cones are SO last year
No, I'm too old fashioned
