**Calculates the cube root of any number**You can calculate a cube root, positive or negative, with our online cube root tool. Simply enter the number to which you want to apply the root and click on the calculate button. You will immediately get the value you are looking for, without manual operations.

What is the significance of the value obtained after applying the **cube root of a number**? Well, if you multiply that number by itself a total of three times, you will get the value of the radicand.

If you want to calculate the square root of a numberwe have a tool for that too, you can even define the root index and know the nth root of any number.

Article sections

## What is the cube root of 64?

As a practical example that demonstrates the theory we have seen, we will **calculate the cube root of the number 64.**

To get our heads around it, we have to find a number in such a way that when we cube it or multiply it by itself three times, it gives us 64.

Thus, we can verify that:

4 x 4 x 4 x 4 = 4^{3} = 64

Therefore, **the cube root of 64 is 4.**

## Cubic root of -1

In this case we must repeat the previous approach, that is to say, what number when multiplied by itself three times gives us as a result -1? Indeed, it is -1. Let's see it in more detail:

-1 x -1 x-1 = -1^{3} = -1

As you can see, we make use of the rule of signs for multiplications which in this case is very important to know in order to properly calculate the cube root of this number.

## Cubic root of -8

Exactly as in the previous case, we use again the sign rule to find out **a number that, when raised to the cube, gives us -8**. The result to this unknown is the following:

-2 x -2 x -2 x -2 = -8

Keep in mind that if we take the number two, when we raise it to the cube we will obtain that it is equal to eight but in this case we have a negative sign in front of it.

## Cube root of 27

In case you have any doubts about **how to calculate the cube root of a number**Let's see one more example in which we are going to calculate the cube root of 27.

In the same way as in the previous examples, we have to find a number that when we raise it to the cube, gives us as a result the number 27, **the cube root of 27 is 3** as we can see below:

3 x 3 x 3 x 3 = 27

## Cube root graph

The graph above shows a **representation of a small interval of real numbers** subjected to the cube root function, so you can have a slight idea of how to draw it on a coordinate axis.

In contrast to square roots, it is possible to carry out the following without problems **cube root of a negative number**which will result in another negative number.

There is the possibility of making the **cube root of a complex number** but that implies working in polar coordinates, something that we will explain later on how to do since it requires more extensive mathematical knowledge.

## Cubic root in excel

To calculate the **cube root of a number in Excel**In the Microsoft program, we have to use the following formula:

=POWER(A1;1/3)

A1 being the coordinates of the cell in which the number of which you want to calculate the root is located.

Why have we used a power formula? This is because **Excel does not have a function to calculate the cube root.** so it forces us to use an alternative method.

You know that **roots can be expressed in potential form** with an exponent of the type 1/n, where n is the value found in the radicand, which in the case of cubic roots is the number 3.

If you have any questions, we recommend that you watch the video we have recorded with a practical example or if you prefer, leave us a comment and we will help you as soon as possible.

## How the cube root calculator works

In this video we have recorded how our **cube root calculator online**We hope that with it you can solve all your doubts. If you still don't know how to find the root of a particular number, leave us a comment and we will try to help you as soon as possible.

If the information you have found on this page has helped you, we would be very grateful if you could share it on your social networks to help us continue to grow and improve every day.

thanks for your help

wow how nice to keep it up, offering more calculators like this one.

Thank you very much Jhon, we keep working every day to keep improving. We hope to see you here soon.

I loved it, you got me out of trouble! Keep up the good work ^-^

thank you very much it was very helpful for my homework