# Cube Root 1 to 50 with Exponential and Radical Formulas

The Cube Roots of numbers from 1 to 50 contain the list of roots for all integers within this range. Furthermore, Cube Roots can be calculated for both positive and negative numbers. For numbers 1 through 50, the Roots fall between 1 and approximately 3.684. Surprisingly, among the numbers 1 to 50, only 1, 8, and 27 are Perfect Cubes which means that their roots are whole numbers. Moreover, the rest are non-perfect cubes, which have irrational cube roots. The cube root of a number x is represented in the Exponential form as x1/3 and in the Radical form as ∛x. Read on to learn more about the Cube Root from 1 to 50, its Formula and how to find it.

## Cube Root 1 to 50 Formula

The Cube Root Formula for numbers from 1 to 50 can be represented both in Radical and Exponential forms. In addition, the cube root of a number x is the value that, when multiplied by itself three times, gives the original number x.

Exponential form = x1/3

Thus, For any number x within the range of 1 to 50, its Cube Root can be calculated using either of these formulas.

## How to Find the Cube Root?

Furthermore, the Prime Factorisation method is how you can find the Cube Root:

Take the example of 27.

Then, ∛27

Prime Factorisation of 27 is 3 ✕ 3 ✕ 3

Thus, 3 is the Cube Root of 27, which is also known as a Perfect Cube.

## Cube Root List 1 to 50

Additionally, here is the Root List from 1 to 50:

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