Question

When natural disasters occur, organizations such as the Red Cross help by

sending in crates of supplies to those who are affected. The crates contain
first aid, food, drinks, and other supplies.
Explain how, given an edge length of a cubical crate, the volume of the
crate could be determined. Provide an example with your explanation.
. Given the following volumes of the cubical crates, determine the edge
length. Explain how you found the edges.
a. 8 ft
b. 27 ft

Answer 1

To calculate the volume of a cubical crate, cube the edge length. To find the edge length from a given volume, take the cube root of the volume. For example, a volume of 8 ft³ corresponds to an edge length of 2 ft, and a volume of 27 ft³ corresponds to an edge length of 3 ft.

Step-by-step explanation:

When natural disasters occur, organizations provide aid by sending supplies in crates, where determining the volume of a crate is often necessary. To calculate the volume of a cubical crate, you would cube the length of one of its edges since all edges are equal. For instance, if an edge of a crate is 2 feet long, the volume is 2 ft x 2 ft x 2 ft, which equals 8 cubic feet.

To determine the edge length from a given volume, take the cube root of the volume. For a volume of 8 cubic feet, the cube root is 2, meaning each edge is 2 feet long. Similarly, for a volume of 27 cubic feet, the cube root gives an edge length of 3 feet because 3 ft x 3 ft x 3 ft equals 27 cubic feet.