How do you simplify #sqrt207 #?

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How do you simplify #sqrt207 #?

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Answer 1 · 2018-05-03T05:47:59

#=3sqrt23#

Explanation:

First, factor #207#:
#=3*3*23# Therefore,
#sqrt207=sqrt(3*3*23)# We can factor out #3# because it appears twice:
#=3sqrt23#. #23# is a prime number so this is the simplest form.

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How do you simplify #sqrt207 #?

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