How do you simplify #(4x^3-3sqrt(3x))/(3sqrt(3x^2))#?

1 Answer
May 25, 2018

Answer:

#(4x^3-3sqrt(3x))/(3sqrt3 x)=4/(3sqrt3)x^2-1/sqrtx#

Explanation:

You can do it different ways, but first you should notice that the denominator should be simplifies as follows:
#3sqrt(3x^2)=3sqrt3x#
Therefore you could for instance write:
#(4x^3-3sqrt(3x))/(3sqrt3 x)=4/(3sqrt3)x^2-1/sqrtx#