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Mary's job is to package kleenex boxes to ship out to sell at stores. the company
wants to be more mindful of optimizing the amount of items they fit in each larger
shipping box. the larger box she is shipping the kleenex in is a cube with side
lengths of 4 feet. if each individual kleenex box is a cube with side lengths of 3
inches, how many kleenex boxes can she package into the larger box?
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Respuesta :

Volume is a three-dimensional scalar quantity. The number of kleenex boxes that can fit in the large box is 4096.

What is volume?

A volume is a scalar number that expresses the amount of three-dimensional space enclosed by a closed surface.

Given the larger box have a length of the side as 4 feet. Also, the kleenex box is a cube with side lengths of 3 inches. Therefore, the number of cubes that will fit is,

Number of boxes = Volume of Larger box / Volume of kleenex box

Number of box = (4 feet)³ / (3 inches)³

Number of box = (48 inches)³ / (3 inches)³

Number of box = 4096

Hence, the number of kleenex boxes that can fit in the large box is 4096.

Learn more about Volume:

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