What is the simplest form of:
^3√x^4 / ^6√x^4

A. x 3/2
B. x 4/6
C. x 6/4
D. x 2/3

Question

What is the simplest form of:
^3√x^4 / ^6√x^4

  A. x 3/2 	
  B. x 4/6 	
  C. x 6/4 	
  D. x 2/3

bibby · Answer

is that the cube root of x^4?

anonymous · Answer

Yeah oh and uhh *pelts a pillow at yo face* ^v^

bibby · Answer

I've come to expect rocks and popcorn. This is a twist.

Anyhow, you can rewrite roots as fractional exponents.

anonymous · Answer

^v^ I did it to angel a few minutes ago :3 and thanks I have one more o.o

bibby · Answer

Wait don't you want to work through this one first?

anonymous · Answer

*fast learner* I just need to see how to get my answer o.o

anonymous · Answer

I write most of my questions down so i can see it better laid out on paper ^v^

anonymous · Answer

attachment

bibby · Answer

start by rewriting 3√x^4 / ^6√x^4.
Remember that division of powers with like bases = subtraction of exponents

anonymous · Answer

It's D in this case.

anonymous · Answer

yep :P

anonymous · Answer

posting another Q o.o