WorksheetsModule 5 Test - Volume
Total questions: 12
Worksheet time: 6mins
What is the volume of a rectangular prism made up of 98 unit cubes?
98 cubic units
98 prism units
98 square units
98 rectangular units
Select all the expressions that can be used to find the volume of the rectangular prism shown below.
(6 + 3) × 2
(3 × 2) × 6
2 + 6 + 3
18 + 2
18 × 2
The figure below is made up of unit cubes that each have a volume of 1 cubic centimeter. What is the volume of the figure in cubic centimeters?
A. 7
B. 9
C. 11
D. 13
A swimming pool shaped like a rectangular prism measures 50 meters long, 25 meters wide, and 3 meters deep. What is the volume of the swimming pool?
675 cubic meters
1,253 cubic meters
3,600 cubic meters
3,750 cubic meters
What is the volume of the rectangular prism in cubic yards?
1,120 cubic yards
980 cubic yards
1,050 cubic yards
1,200 cubic yards
What is the volume of the figure in cubic centimeters?
207 cubic centimeters
120 cubic centimeters
250 cubic centimeters
300 cubic centimeters
Brandon is filling a flower bed with soil. The flower bed is shaped like a rectangular prism and measures 15 feet long and 3 feet tall. If it holds 405 cubic feet of soil, how many feet wide is Brandon’s flower bed?
9 feet
6 feet
12 feet
15 feet
A store worker is stacking toasters that come in boxes measuring 1 cubic foot each, as shown below. How many more boxes of toasters does the worker need to add to the stack to complete the rectangular prism?
8 boxes
4 boxes
20 boxes
27 boxes
The diagram below shows a construction worker’s plans to build a set of concrete steps. How many cubic inches of concrete does the construction worker need to build the steps?
4,900 cubic inches
3,600 cubic inches
5,200 cubic inches
6,300 cubic inches
Jamal built the figure shown below using unit cubes. Talia used unit cubes to build a figure that was half the volume of Jamal’s figure. How many unit cubes did Talia use?
6 unit cubes
3 unit cubes
7 unit cubes
10 unit cubes
Mr. Montego needs to fill his son’s sandbox with sand. Part A: Complete the equation to show how Mr. Montego can calculate the volume of the sandbox. V =
72 × 84 × 11
72 + 84 + 11
72 × 84 + 11
72 + 84 × 11
Mr. Montego needs to fill his son’s sandbox with sand. Part B: How many cubic inches of sand will he need to completely fill the sandbox?
66,528 cubic inches
45,320 cubic inches
72,000 cubic inches
54,600 cubic inches
