A cube is a geometric shape with three dimensions in three-dimensional geometry, including length, width, and height. Since all three of these dimensions are equal in length for a cube, they are referred to as the cube’s sides (a) or edges. If we think of this cube as being a two-dimensional figure, it has a square shape.

## What is the “Cube and Cube Roots Class 8 Worksheet 12 (With answer key + PDF)”?

This worksheet will explore some of the Cube and Cube roots.

What are Cube and Cube roots?

A number is said to be a cube when it is multiplied by itself three times, and a cube root when the opposite of a cube is said to be a cube. The cube root of a number, which is also known as a perfect cube, gives us a number that, when cubed, yields the same number. There are several ways to calculate the cube and cube root.

How will the “Solv Cube and Cube Roots Class 8 Worksheet 12 (With answer key + PDF)” help you?

This worksheet will help you to understand the difference between the cube and cube root. Also, this worksheet provides the formula and actual solving.

Instructions on how to use the “Cube and Cube Roots Class 8 Worksheet 12 (With answer key + PDF).”

Study the concept and examples given and try to solve the given exercises below.

## Conclusion

We refer to a number as squared if it is multiplied by itself. Similar to this, when a number is multiplied by itself three times, we refer to the result as being cubed. In other words, the cube of a number is produced when the square of the number is multiplied by the original number.

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## Cube and Cube Roots Class 8 Worksheet 12 (With answer key + PDF)

**Cube **is defined as the multiplication of a number to itself three times and Cube Root is defined as the reverse of a **Cube**.

**What is a cube?**

A square is a square, but a cube is a square in three dimensions. It has six faces, and each face is equally large. A hexahedron, that is. The cubes’ faces are all similar to one another. A cube is simply a square shape, to put it simply. The Rubik’s cube, an ice cube, dice, and sugar cubes are some examples.

**Cube roots Definition**

## Cube Root Formula

As we already know, the cube root gives a value that can be cubed to get the original value. Suppose, the cube root of ‘a’ gives a value ‘b’, such that; ^{3}√a = b This formula is only possible if and only if; a = b^{3} This formula is useful when we find the cubic root of perfect cubes.

**Perfect Cubes:**

**Cube Root 1 to 30**

**How to Find Cube Root?**

## Worksheet

- Find the cube roots by the prime factorization method.

- Reflection

What do you think about solving the Cube and Cube Roots? Did you find it difficult to follow the pattern in each step?

## Answer Key

You can download this worksheet here.