How to find the volume of a cube

Imagine you’re in a high school geometry class, diligently working through your homework. As you flip through your textbook, you come across the question of determining the volume of a cube. At first, it seems straightforward; after all, you know the properties of a cube. However, as you begin to calculate, you realize that you need a bit more clarity on how to proceed with the formula. It’s at this moment that you decide to seek out a clear explanation on how to find the volume of a cube.

The volume of a cube can be found using the formula V = s³, where “V” represents volume and “s” represents the length of one side of the cube.

To find the volume of a cube, start by identifying the length of one of its sides, commonly denoted as ‘s’. Since all sides of a cube are equal, it doesn’t matter which side you measure. Once you’ve determined the length of a side, you calculate the volume by raising that measurement to the third power (cubing it). This means multiplying the side length by itself three times: V = s × s × s. For example, if each side of the cube measures 2 meters, you would calculate the volume as 2 × 2 × 2, which equals 8 cubic meters. Understanding this formula and how to apply it will allow you to easily determine the volume of any cube you encounter!