Mindmap
Simplifying, Adding/Subtracting & Multiplying Radicals

Inhalt der Mindmap
Simplifying, Adding/Subtracting & Multiplying Radicals
Simplify radical expressions
- To simplify a radical expression you need to find perfect square that will go into your radical.
- square root of 125
- 25 and 5 go into 125. 25 is a perfect square. The square root of 25 is 5 so it goes outside the radicand.
- This leaves you with 5 square root 5.
- 25 and 5 go into 125. 25 is a perfect square. The square root of 25 is 5 so it goes outside the radicand.
- square root of 125
- To simplify a radical expression you need to find perfect square that will go into your radical.
Add and Subtract radical expressions
- When you subtract and add radicals you need to simplify first.
- If the radicals can't be simplified, simply leave it as is, unless they have like bases, in which case you should add the numbers outside and keep the same base.
- If the radicals can't be simplified, simply leave it as is, unless they have like bases, in which case you should add the numbers outside and keep the same base.
- When you subtract and add radicals you need to simplify first.
Multiply Radical expressions
- Multiplying radicals can be done in many ways. I will mention two. You can either multiply the radicals first (like normal, multiply the bases and the outside numbers) or you can simplify the radicals.
- Multiplying first probably looks simpler but you will need to work with bigger numbers.
- Depending on the problem simplifying may take more steps, but an advantage is working with smaller numbers.
- Multiplying radicals can be done in many ways. I will mention two. You can either multiply the radicals first (like normal, multiply the bases and the outside numbers) or you can simplify the radicals.
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- Beschreibung
- Mindmap am Simplifying, Adding/Subtracting & Multiplying Radicals, erstellt von Mariana Vasquez-Gallardo am 15/02/2017.
- Erstellt von
- Mariana Vasquez-Gallardo
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