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# Volume Questions - All Grades

You can create printable tests and worksheets from these Volume questions! Select one or more questions using the checkboxes above each question. Then click the add selected questions to a test button before moving to another page.

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V = Base x Height
1. True
2. False
V = L x W
1. True
2. False
Grade 8 Volume CCSS: 8.G.C.9
Pi $(pi)$ is used when calculating which of the following?
1. area of a circle
2. volume of a sphere
3. volume of a cylinder
4. volume of a cone
5. all of the above
Grade 10 Volume CCSS: HSG-MG.A.3
A cube has a surface area of $216 \ "cm"^2$, what is its volume?
1. $1296 \ "cm"^3$
2. $216 \ "cm"^3$
3. $46656 \ "cm"^3$
4. $64 \ "cm"^3$
Grade 5 Volume CCSS: 5.MD.C.4
A rectangular prism has the dimensions of 6 m by 7 m by 8 m. What is the volume of this rectangular prism?
1. $42m$
2. $336m^3$
3. $292m^2$
4. $1566m^3$
Grade 8 Volume CCSS: 8.G.C.9
What is the volume of a cylinder with a radius of 6 cm and a height of 10 cm? Use pi = 3.14.
1. 1130.4 $cm^3$
2. 1130 $cm^3$
3. 360.8 $cm^3$
4. 600 $cm^3$
Which is the approximate length of the edge of a cube that has a volume of $216 cm^3$?
1. $4 cm$
2. $6 cm$
3. $6 cm^2$
4. $4 cm^3$
What is the volume of a right cylinder with a radius of 10 m and a height of 11 m? (round pi to 3.14)
1. 34.5 cubic meters
2. 31.4 cubic meters
3. 345 cubic meters
4. 3,454 cubic meters
Grade 10 Volume CCSS: HSG-MG.A.1
A plastic extrusion is formed in the shape of a hexagonal prism that has side lengths of 2 cm and a length of 3 m. What volume of plastic is in the extrusion?
1. $3117.7 \ "cm"^3$
2. $8.3 \ "m"^3$
3. $10.4 \ "cm"^3$
4. $8313 \ "m"^3$
Grade 5 Volume CCSS: 5.MD.C.5b
Determine the volume for a figure that is 5 ft. by 3 ft. by 4 ft.
1. 60 cubic feet
2. 64 cubic feet
3. 37 cubic feet
4. 72 cubic feet
A cereal box has a length of 8 inches, a width of 1$3/4$inches, and a height of 12 $1/8$inches. What is the volume of the cereal box?
1. 169 $3/4$ square inches
3. 169 $3/4$ cubic inches
A pyramid shaped roof covers a house which is 36 ft X 36 ft. If the attic contains $4320 \ "ft"^3$ of air, how high is the peak?
1. $10 \ "ft"$
2. $8 \ "ft"$
3. $12 \ "ft"$
4. $11.5 \ "ft"$