# Volume of a Cube Calculator

A cube is **one** of the simplest three-dimensional **geometrical** figures that have **extensive** usage in the Mathematical **field** as well as in **our** daily life. Recognizing this figure is **not** a difficult **task** but solving it may be a **challenging **task. Many **students** face difficulties when it **comes** to calculating the **volume** of this specific shape.

If you are **also** one of those and **looking** to make it **simple**, you should use this “**Volume of a Cube Calculator**”. It is an online **calculator** that can quickly find the **volume** of any cube using your **inserted** input values. To use this maths calculator, you don’t need to be **proficient** in this skill. Want to **learn** more about this **tool** and method to calculate the **volume** of a cube? Keep scrolling down.

**Table of Contents**

## What is the volume of a cube?

Let us **first** tell you a little **about** the definition of a **cube** as it is **important** to learn it before understanding its **volume**. A cube is a **three-dimensional** figure with **6** square faces **opposite** to each other. It is a **regular** shape with the same **lengths** for all of its sides.

The **volume** of a cube is the **space** that is covered by a **specific** cube in x, y, and z **dimensions**. These dimensions represent the **length**, height, and width **respectively**. For example, the room in which you are **sitting** may be a cube and the **region** that comes under its **walls** in all three dimensions will be its **volume**.

### Volume of a cube formula

We know that the volume belongs to three dimensions and can be calculated normally by multiplying measures of all sides. As mentioned earlier, the sides of a cube are the same in measurement. So, the formula for the volume of a cube calculation will be the cube of any length.

Here is the general formula that we can use for the volume calculation of a cube.

Volume of a cube = l^{3}cubic unitss

Here, “l” **represents** the length of any **side** of a **cube** because all sides have **equal** lengths. The units for the **volume** of a cube will be the cube of the unit in which the **measurements** have been done. **For example**, if the sides have been measured in **meters**, the unit for the volume will be “meter^{3}”.

### How to calculate the volume of a cube?

Calculation of the **volume** of a cube is **not** a difficult **task** as you only have to **multiply** the same length **three** times. But we haven’t still **left** you alone and **solved** an example here for better understanding.

**Example 1:**

Find the volume of a cube if its length is 8 meters.

**Solution:**

As we know, we have to take the cube of the given length. So,

Volume of a cube = l^{3}cubic units

= 8 x 8 x 8 meter^{3}

512 m^{3}

### How to use the volume of a cube calculator?

If you don’t have **enough** time to find the cube **manually**, you can use this tool by Calculator’s Bag. It can show you the volume of a cube just with the insertion of the measure of any side’s **length**. Follow these steps to use this online calculator.

- Input the length of any side of the cube
- This calculator will automatically show you the volume of that cube

### FAQ | Volume of a Cube Calculator

**What is the volume of a 3x3x3 cube?**

The volume of a 3x3x3 cube is 27 cubic units.

**How do you find the volume of a cube? **

We can find the volume of a cube by multiplying its length with itself three times.

**What is the volume of a 2x2x2 cube? **

The volume of a 2x2x2 cube is 8 cubic units.

**What is the volume of each unit cube? **

The volume of each unit cube is 1 cubic unit.

**What measurements do you need to calculate the volume of a cube? **

To find the volume of a cube, you must know the measure of any of its sides as it has the same length for all sides.

**What is the rule for the volume of a cube? **

The only rule for the calculation of the volume of a cube is the multiplication of the measurement by itself three times.