How do you simplify the expression #sqrt (13/11)#?

2 Answers
Jul 10, 2018

#sqrt(13/11)=(sqrt13)/(sqrt11)#

This cannot be simplified further because #13# and #11# are prime numbers.

Jul 10, 2018

Answer:

#sqrt143/11#

Explanation:

To simplify this, multiply both numerator and denominator by #sqrt11#, which is esssentially multiplying it by #1#. This is done to remove the square root symbol.

#sqrt(13/11) * sqrt(11/11)#

#(sqrt13sqrt11)/sqrt(11)^2#

#sqrt143/11#

Hope this helps!