Title: Volume of a Prism Review
Course: quiz duplicate error

Q: Carlton is assembling boxes and painting them so that they can be used as props in the school play. When the following box is assembled, what will its volume be?
[Image]
- 32 cubic inches (Use the formula for the volume of a prism. The base of the box is 8 inches by 4 inches, and the height is 4 inches. [Image])
- 160 cubic inches (Use the formula for the volume of a prism. The base of the box is 8 inches by 4 inches, and the height is 4 inches. [Image])
- 170 cubic inches (Use the formula for the volume of a prism. The base of the box is 8 inches by 4 inches, and the height is 4 inches. [Image])
- 128 cubic inches (Use the formula for the volume of a prism. The base of the box is 8 inches by 4 inches, and the height is 4 inches. [Image])
A: 128 cubic inches

Q: What is the surface area of the rectangular prism?
[Image]
- 63 square centimeters (Use the formula for the surface area of a rectangular prism. [Image])
- 90 square centimeters (Use the formula for the surface area of a rectangular prism. [Image])
- 153 square centimeters (Use the formula for the surface area of a rectangular prism. [Image])
- 126 square centimeters (Use the formula for the surface area of a rectangular prism. [Image])
A: 126 square centimeters

Q: In the rectangular prism below, what does quadrilateral EFGH represent?
[Image]
- vertex (In the rectangular prism, quadrilateral EFGH represents a base.)
- edge (In the rectangular prism, quadrilateral EFGH represents a base.)
- base (In the rectangular prism, quadrilateral EFGH represents a base.)
- height (In the rectangular prism, quadrilateral EFGH represents a base.)
A: base

Q: When folded along the dotted lines, the net shown below will form a rectangular prism. What is the volume, in cubic units, of the prism?
[Image]
- 42 cubic units (After being folded, the dimensions of the prism will be 3 units by 2 units by 7 units. So the volume will be [Image])
- 343 cubic units (After being folded, the dimensions of the prism will be 3 units by 2 units by 7 units. So the volume will be [Image])
- 12 cubic units (After being folded, the dimensions of the prism will be 3 units by 2 units by 7 units. So the volume will be [Image])
- 82 cubic units (After being folded, the dimensions of the prism will be 3 units by 2 units by 7 units. So the volume will be [Image])
A: 42 cubic units

Q: Monica is using a geometry software program to draw three-dimensional scale models. If each unit on the isometric drawing below represents 5 feet, what is the actual volume of the prism?
[Image]
- 30 cubic feet (The isometric prism has dimensions 3 units by 5 units by 2 units. Since each unit represent 5 feet, the actual dimensions are [Image] feet, [Image] feet, and [Image] feet. So the volume is [Image] cubic feet.)
- 1,875 cubic feet (The isometric prism has dimensions 3 units by 5 units by 2 units. Since each unit represent 5 feet, the actual dimensions are [Image] feet, [Image] feet, and [Image] feet. So the volume is [Image] cubic feet.)
- 3,750 cubic feet (The isometric prism has dimensions 3 units by 5 units by 2 units. Since each unit represent 5 feet, the actual dimensions are [Image] feet, [Image] feet, and [Image] feet. So the volume is [Image] cubic feet.)
- 150 cubic feet (The isometric prism has dimensions 3 units by 5 units by 2 units. Since each unit represent 5 feet, the actual dimensions are [Image] feet, [Image] feet, and [Image] feet. So the volume is [Image] cubic feet.)
A: 3,750 cubic feet

Q: Find the volume of the given prism. Round to the nearest tenth if necessary.

[Image]
- 654 ft^ [Image]
- 1089 ft^ [Image]
- 1080 ft^ [Image]
- 1072 ft^ [Image]
A: 1080 ft^ [Image]

Q: Find the volume of the given prism. Round to the nearest tenth if necessary.

[Image]
- 1449 ft^ [Image]
- 1440 ft^ [Image]
- 788 ft^ [Image]
- 1430 ft^ [Image]
A: 1440 ft^ [Image]

Q: Find the volume of the given prism. Round to the nearest tenth if necessary.

[Image]
- 2829.3 yd^ [Image]
- 1633.5 yd^ [Image]
- 1155.1 yd^ [Image]
- 1414.7 yd^ [Image]
A: 1414.7 yd^ [Image]

Q: Find the volume of the given prism. Round to the nearest tenth if necessary.

[Image]
- 17 m^ [Image]
- 34 m^ [Image]
- 8.5 m^ [Image]
- 1 m^ [Image]
A: 17 m^ [Image]

The block labeled letter B is a cube with dimensions 5 centimeters by 5 centimeters by 5 centimeters.
[Image]

Refer to the information above. What is the surface area, in square centimeters, of the block labeled B?

The block labeled letter B is a cube with dimensions 5 centimeters by 5 centimeters by 5 centimeters.
[Image]

Refer to the information above. What is the volume, in cubic centimeters, of the block labeled B?

Each unit on the isometric drawing represents 3 centimeter(s).
[Image]
What is the actual surface area of the rectangular prism, in square centimeters?

Beth’s dresser is shaped like a rectangular prism with the dimensions shown below. What is the volume, in cubic feet, of the dresser?
[Image]

Q: Carlton is assembling boxes and painting them so that they can be used as props in the school play. How many square inches of cardboard did he use to create the following box?

[Image]
- 160 square inches
- 80 square inches (Make sure you add up the area of all the sides.)
- 128 square inches (Make sure you add in the areas of the bases. [Image])
- 32 square inches (Make sure you add up the areas of all the sides. [Image])
A: 160 square inches

Q: Find the surface area of the given prism.

[Image]
- 500 square feet (Make sure you add the front and back as well.)
- 320 square feet (Make sure you add up the areas of all six sides.)
- 788 square feet
- 394 square feet (Make sure you add up the areas of all six sides.)
A: 788 square feet

Q: Find the surface area of the given prism.

[Image: triangular prism]
- 132 square meters
- 120 square meters (Make sure you add in the area of the bases.)
- 144 square meters (Remember that the area of a triangle is base * height / 2.)
- 200 square meters (Calculate the area of each of the five sides and add those areas together.)
A: 132 square meters

The cereal bar box pictured below is a prism with parallelogram bases. Pretty cool packaging!

The base of each parallelogram has a length of about 6 inches and a height of 2 inches as marked. The box stands about 8 inches tall.

What is the surface area of the cereal bar box? Show your work.

[Image: prism packaging]

The cereal bar box pictured below is a prism with parallelogram bases. Pretty cool packaging!

The base of each parallelogram has a length of about 6 inches and a height of 2 inches as marked. The box stands about 8 inches tall.

What is the volume of the cereal bar box? Show your work.

[Image: prism packaging]

Q: Find the volume of the given prism.

[Image: triangular prism]
- 60 cubic meters
- 100 cubic meters (Make sure you are using the base and the height of the triangle.)
- 200 cubic meters (Make sure you are using the base and the height of the triangle.)
- 200 cubic meters (Calculate the area of each of the five sides and add those areas together.)
- 120 cubic meters (Remember that the area of a triangle is half the area of a rectangle.)
A: 60 cubic meters

Q: When folded along the dotted lines, the net shown below will form a rectangular prism. What is the surface area, in square units, of the prism?
[Image]
- 82 square units
- 41 square units
- 60 square units
- 98 square units
A: 82 square units