1

How do you simplify #8/sqrt 10#?

Question

How do you simplify #8/sqrt 10#?
How do you simplify #8/sqrt 10#?

Answers

#8/sqrt10=(4sqrt10)/5#

Explanation:

#8/sqrt10=8/sqrt10*sqrt10/sqrt10=(8sqrt10)/10#

continue

#(8sqrt10)/10=(2*4*sqrt10)/(2*5)=(cancel2*4*sqrt10)/(cancel2*5)#

so that

#8/sqrt10=(4sqrt10)/5# the simplest


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