Answer:
The area of one side of the tank is

Explanation:
A cube is a regular Polyhedron limited by six equal squares. It is also known as the regular hexahedron, or simply hexahedron.
The cube is a ortohedron, that is, it has its six faces straight and perpendicular to each other. In addition to being their rectangle faces, they are also square.
It has the following properties:
*Number of faces: 6
*Number of vertices: 6
*Number of edges: 12
*Number of edges from one vertex: 3
Being the length of the edge of the cube, then its Volume (V) is expressed by the formula:
Being a the length of the edge of the cube
A fish tank is the shape of a cube. Its volume is
, to calculate the are of one side of the tank, we know that each faces has the form of a square of area
.
To calculate the value of a.
![a=\sqrt[3]{125ft^(3) } =5ft](https://img.qammunity.org/2020/formulas/mathematics/college/ndyl8amw52v08wil3rjzysuvozecfczm67.png)
Then the area of square is

Substituting the value of a
