Answer:
To solve the problem, we need to use the information provided and some basic math skills. We know that the total volume of both storage spaces is 76 ft³. Let's assume that the small storage space has dimensions x by x by x, and the large storage space has dimensions 4 by y by z, where y and z are the other two sides of the large storage space.
We can write two equations to represent the volume of each storage space:
Small storage space: x³ = V1 Large storage space: 4yz = V2
We also know that the total volume of both storage spaces is 76 ft³:
Explanation: