Say you would like to design an aluminum container that will hold 32 ounces of water (1 ounce is approximately 2 cubic inches).  If you were to make the container in the shape of a perfect cube, how many square inches of aluminum will you need to create the container?

Valerie is wrapping a box with wrapping paper. The volume of the box is 476.16 cubic inches, and the length and width of the box are 4.8 inches and 8 inches respectively. How much wrapping paper is needed to cover the box?

You have been tasked with the construction of an aluminum box with a square base and an open top. Using no more than 730 square centimeters of aluminum, what is the largest possible volume your box can contain? Volume =

The plans for a concrete patio call for a 14 ft by 12 ft slab of concrete 4 inches thick, which has a total volume of 2.07 cubic yards. The contractor estimates the amount needed at 3 cubic yards. If concrete costs $119.42 per cubic yard, find the cost of wasted concrete. Round to the nearest cent. The cost of the wasted concrete would be $ rounded to the nearest cent. X

If a cube with a surface area of 24 square centimeters holds at most 1 liter, how many liters can fill a cube with a surface area of 96 square centimeters?

Anjali completely filled the container shown below with 616 small cubes that were each inch long. Part A Calculate the volume of the prism. Volume of the Prism: Volume of the cube: 616 x 0.125 = 77 inch Create a graphical model of a prism with base 5.5 by 3.5 that 05*3 = 0.125 inch Part B has the same volume as Part A. Show how Anjali can calculate the volume of the prism, in cubic inches, by using a volume formula instead of filling the container with small cubes.

What is the total volume of three cubes, if each cube has a length of 8 cm a width of 12 cm and a height of 6 cm? A 1422 cm3 B 26 cm3 C 1728 cm3 D 576 cm3   Answer is C. 1728cm3? Can you help me to explain to me step by step?

What is the volume of this pyramid? The length is 10 The width is 6 The height is 8

A cuboid measures 10 cm by 13 cm by 16 cm. After a maximum number of 3-cm cubes are cut from the cuboid, what is the volume of the remaining cuboid.

A company manufactures candies in the shape of small cubes that measure 2 centimeters on each side. The candies are stacked on top of each other to fit snugly inside a package. If the volume of the package is 96 cubic centimeters, how many candies fit in each package?