22 Jun Simplification of radical expressions is easy! Generally you
Simplification of radical expressions is easy! Generally you want to find two numbers one being a perfect square (4 9 16 25 etc) and the other being any number that multiply to give you the root your’re looking to simplify! In your example you’re looking to simplify ##2sqrt(45)##. First find two numbers (one being a perfect square) that multiply to give you ##sqrt(45)##. Options are: 1 and 45 3 and 15 5 and 9 Here it looks like 9 and 5 are going to work since one of them is a perfect square! Knowing this we can say by the properties of radicals: ## 2*sqrt(9)*sqrt(5) ## Notice the ##sqrt(9)##? You can simplify that to 3! ##2*3*sqrt(5)## Multiply the 2 and 3 together and you get: ##6sqrt(5)## That’s it! Just follow the same steps as I have for any radical problems and you’ll be good with any problem that comes your way! Hopefully I helped you out!
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