Volume of prisms
Cross-Sections
Find the Height
Surface area of prisms
100
Solve for the volume.
30 in3
100
What is the cross section of a cube cut parallel to its base?
Square
100
A Christmas package is a large cube with a volume of 1,728 in3. The length is 12 inches and the width is 12 inches. What is the height?
12 inches
100
Find the surface area.
62 square inches
200
Solve for the volume.
270 ft3
200
A plane passes parallel to the base of a triangular pyramid, name the shape the cross section forms.
Triangle
200
A box has a volume of 36 in3. The length is 6 inches and the width is 3 inches. What is the height?
2 inches
200
Find the surface area.
267 square feet
300
Solve for the volume.
48 cm3
300
Sitting on its triangular base, a plane passes perpendicular to the base of a triangular prism.
Name the shape the cross section forms.
Rectangle
300
A cube-shaped box has a volume of 125 in3
What is the measure of one side of a face?
5 inches
300
Find the total area of the 2 bases of the prism?
24 square cm
400
Solve for the volume.
175.5 m3
400
A plane passes parallel to the base of a hexagonal prism.
Name the shape the cross section forms.
Hexagon
400
A triangular prism shaped box has a volume of 480 in3. The triangular prism's base has a height of 10 in and a base of 8 in. What is the height of the prism?
12 inches
400
Find the surface area.
120 square cm
500
Solve for the volume.
504 feet3
500
A plane passes parallel to the base of a cylinder.
Name the shape the cross section forms.
Circle
500
A box has a length of 12cm, a width of 10cm, and a height of 6cm. A second box has a length of 60cm and a width of 2cm. Both boxes have the same volume. What is the height of the second box?
6 centimeters
500
Find the surface area.
1025 square cm