WorksheetsMeasure the Volume of Solid Figures
Total questions: 20
Worksheet time: 20mins
Gavin has a rubik's cube with a side length of 5.7cm. What is the volume of the rubik's cube?
18.51cm3
185. 19cm3
1 851.93cm3
18 519.30cm3
What is the volume of a cargo container that is 2.59 m high, 12.2 m long, and 2.43 m wide?
76.78 m3
767.83 m3
7 678. 31 m3
76 783.14 m3
What is the volume of a soccer ball with a radius of 4.5 inches?
3.81 in3
38.15 in3
381. 51 in3
3 815.10 in3
Which of the following has the greatest volume?
a cube with a side length of 5cm and a height of 5cm
a cone with a radius of 5cm and a height of 5cm
a rectangular prism with a length of 5cm, a width of 5cm and a height of 5cm
a sphere with a radius of 5cm
Find the volume of this solid figure.
(a)
What is the volume of this structure?
80 square units
16 units cubed
80 cubic units
36 units cubed
What is the volume of this figure?
12 cubic inches
27 cubic inches
108 cubic inches
109 cubic inches
If 2 more layers of cubes are added to the top of the figure, what will be the new volume of the figure?
45 cubic feet
54 cubic feet
63 cubic feet
72 cubic feet
What is the volume of the prism?
80 cubic units
60 cubic units
80 units
60 units
Figures M and P
Figures O and P
Figures O, P and N
All figures
Figures M and P
Figures O and P
Figures O and P
Figures O, P and N
All figures
A rectangular bucket has a base area of 12 inches squared. The bucket is filled with water and oil to a depth of 8 in. The oil and water separate into two layers when the oil rises to the top. If the thickness of the oil layer is 2inches, what is the volume of the water?
6 cubic inches
24 cubic inches
96 cubic inches
72 cubic inches
What is the formula used to find volume?
V = b x l
V = l x w x h
V = length x width
V = l x w x swing set
What is the volume of a rectangular pyramid with a length of 10 cm, a width of 6 cm and a height of 12 cm?
24 cm3
240 cm3
2 400 cm3
24 000 cm3
What is the volume of a cone, if the height is 10 cm and the diameter is 6 cm?
94.2 cm3
942.20 cm3
9 420.20 cm3
9 4200 cm3
A water drum has a height of 42 inches and a diameter of 32 inches. What is the volume of the water drum?
33 761.28 in3
3 376.12 in3
337.61 in3
33.76 in3
Nathan has a new pair of shoes. The box of the shoes has a length of 12 inches, a height of 4 inches, and a width of 7 inches. What is the volume of the box?
436 in3
336 in3
246 in3
126 in3
Mark has a tumbler. If Mark’s tumbler measures 25 cm high and has a radius of 8 cm, how much water can it hold?
504 cm3
524 cm3
5 024 cm3
5 240 cm3
Which is the correct formula in finding the volume of a cylinder?
V=3πr2h
V=πr2h
V=34πr3
V=lwh
Phillip will solve the volume of a cone. Which formula will he use to get the correct answer?
V=3πr2h
V=34πr3
V=πr2h
V=lwh
Which is the correct formula in finding the volume of a sphere?
V=3πr2h
V=πr2h
V=34πr3
V=lwh
