Question

I have a radical question that I need help with

Answer 1

I'll help you with that

Answer 2

you are allowed to get both the numerator and the denominator under ONE sqrt
so you simple do 108/6=18=2*3^2

Then you simlify x^5/x = x^4 and y^8/y^5=y^3 and you get

3*sqrt(2 x^4 y^3)

Answer 3

can you make it under the equation button on the bottom of the left side, so its easier for me to understand

Answer 4

you can alsoget x^2 outside of sqrt so you have 3x^2 sqrt(2y^3)

Answer 5

?

Answer 6

Ok! Give me a sec because i haven't used it

Answer 7

ok tyy

Answer 8

\[\frac{ \sqrt{108x^5y^8} }{ \sqrt{6xy^5} } = \sqrt\frac{ 108x^5y^8 }{ 6xy^5 }\]

Answer 9

ok
then after that

Answer 10

Use the laws of indices after that

Answer 11

You can simplify after that till you get \[3x^2\sqrt{2y^3}\]

Answer 12

And that's the most simplified it can get

Answer 13

I have to do step by step

Answer 14

hmmm do you get that \[\frac{ x^5 }{ x } = x^4\]

Answer 15

okok

Answer 16

Do the same for y

Answer 17

ok ty

Answer 18

\[\sqrt{\frac {108}{6}} = \sqrt{18} = \sqrt{2*9} = 3\sqrt{2}\]

Answer 19

ty