How do you simplify #sqrt(x^9/25)#?

1 Answer
Jul 2, 2015

Answer:

# =x^color(blue)(9/2)/(5)#

Explanation:

#sqrt(x^9 / (25)#

Square root , can also be called as second root .

So, #sqrt(x^9)# in terms of fraction:
#= x^color(blue)((9).1/2)#

#= x^color(blue)(9/2)#

and, #sqrt 25= color(blue)(5)#

So, #sqrt(x^9 / (25)) = x^color(blue)(9/2)/(5)#