# What is 27 to the power of 1/3?

In algebra, a method for expressing powers and roots together is known as a fractional exponent.

## Answer: 27 to the power of 1/3 is 3.

Let's see the solution step by step.

**Explanation:**

Given: 27 to the power of 1/3 or 27^{(1/3)}.

First, rewrite 27 as 3^{3}.

27^{(1/3)} = 3^{3(1/3)}

Now, we apply the rules of exponents, (a^{m})^{n }= a^{mn}

So we cancel the common factor of 3

3^{1 }= 3