Simplify the equation: 3\sqrt[3]{3}

Question

Simplify the equation:
`3\sqrt[3]{3}`

Answer 1

To simplify
`\frac{3}{\sqrt[3]{3} }`, we have to follow the rules.

Here are the steps to the question:

Step 1: Follow the radical rule.

`\sqrt[n]{a}` = a
`(1)/(n)`

So, we get
`(3)/(3(1)/(3) )`.

Next, follow the exponent rule.

`(x^(a) )/(x^(b) )` =
`x^(a-b)`

We get
`3^(1) - (1)/(3)`.

The answer is \frac{3}{\sqrt[3]{3} }.