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ok to simplify radicals you need to use this property: \[\sqrt{mn} = \sqrt{m}*\sqrt{n}\] and recognize perfect squares... 4,9,16,25... example: \[\sqrt{32} = \sqrt{16*2}=\sqrt{16}\sqrt{2} = 4\sqrt{2}\] since 16 is a factor of 32 and is a perfect square (we know sqrt(16) is 4) it can be pulled out of radical just leaving the 2 inside
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