# Simplifying Radical Expressions Calculator

Simplifying Radical Expressions Calculator simplifies the given radical expression. The radical of a number is the same as the root of a number. The root can be a square root, cube root, or in general, n^{th} root. Thus, any number or expression that uses a root is known as a radical.

## What is Simplifying Radical Expressions Calculator?

Simplifying Radical Expressions Calculator is an online tool that helps to simplify the given radical expression. This online simplifying radical expressions calculator helps you to simplify the given radical expression in a few seconds. To use this **simplifying radical expressions calculator**, please enter the values in the given input box.

## How to Use Simplifying Radical Expressions Calculator?

Please follow the steps below to simplify the given radical expression using an online simplifying radical expressions calculator:

**Step 1:**Go to online simplifying radical expressions calculator.**Step 2:**Enter the values of a, x, and n value in the given input box of the simplifying radical expressions calculator for the expression a ⁿ√x**Step 3:**Click on the**"Calculate"**button to simplify the given radical expression.**Step 4:**Click on the**"Reset"**button to clear the fields and enter the new values.

## How Simplifying Radical Expressions Calculator Works?

The following steps would help in simplifying radical expressions:

**Step 1:**Write the number within the radical and the exponent of the variable.**Step 2:**Based on the root of the radical take one factor out for n similar radicals within the radical.**Step 3:**Find the product of the numbers outside the radical and the product of the numbers within the radical and write them together.

Let us understand this with the help of the following example.

**Solved Examples on Simplifying Radical Expressions Calculator**

**Example 1:**

Simplify √80x^{2} and verify it using simplifying radical expressions calculator?

**Solution:**

Let us write the prime factor of the number within the radical and simplify it further.

√80 = √(2 × 2 × 2 × 2 × 5) = 4√5 = 8.944

√x^{2} = √(x.x) = x

√80x^{2 }= 8.94x

**Example 2:**

Simplify √40x^{2} and verify it using simplifying radical expressions calculator?

**Solution:**

Let us write the prime factor of the number within the radical and simplify it further.

√80 = √(2 × 2 × 2 × 2 × 5) = 4√5 = 8.944

√x^{2} = √(x.x) = x

√40x^{2 }= 6.32x

Similarly, you can use the simplifying radical expressions calculator and simplify for:

- √896
- √1024

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