# Is 9197 a perfect cube?

When an integer can be expressed as product of three equal integers it is called a perfect cube. It is denoted by ^{3}**√.**

## Answer: 9197 is not a perfect cube since, it cannot be expressed as the product of three equal integers.

Let's understand.

**Explanation:**

If a number can not be expressed as the product of three equal integers it is not a perfect cube.

To find a perfect cube, we will find the prime factors of 9197.

Prime factorization of 9197 = 17 × 541

Since, the number 9197 cannot be expressed as the product of three equal integers, it is not a perfect cube.