Simplifying and Multiplying Radicals

A comprehensive guide to geometry

An introduction to calculus

A quick review of simplifying radicals and operations

A detailed lesson on algebra

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When they are both odd numbers

When they are both even numbers

When they have the same number under the root

When they have the same number outside the root

They remain unchanged as they cannot be combined

They become 8 roots of 18

They can be combined into 8 roots of 9

They simplify to 2 roots of 9

Divide the numbers outside and inside the roots

Subtract the numbers outside and inside the roots

Multiply the numbers outside and inside the roots

Add the numbers outside and inside the roots

6 roots of 30

6 roots of 11

5 roots of 11

3 roots of 30

Multiply the numerator by the denominator

Subtract the radicals in the numerator

Add the radicals in the denominator

Remove the radical from the denominator

Subtract the radicals in the numerator

Add the radicals in the denominator

Multiply the fraction by the radical in the denominator

Multiply the fraction by the radical in the numerator

3 roots of 3 over 6

3 roots of 6 over 2

6 roots of 2 over 3

6 roots of 3 over 2

Breaking down the number under the root into factors

Adding the numbers under the root

Dividing the numbers under the root

Multiplying the numbers under the root