Question

Simplify the given expression to rational exponent form, justify each step by identifying the properties of rational exponents used. All work must be shown.

Answer 1

@Yttrium @E.ali

Answer 2

It is also equal to x^(-6/-3) which is equal to? Answer it!

Answer 3

Weel -6/-3 is 2 so X^2

Answer 4

well*

Answer 5

if one number have power and was in radical we have this :
\[\sqrt{2^3}\]

Answer 6

\[\sqrt{2^3/2}\]

Answer 7

Yes. You got it right! :D

Answer 8

hey but its 3 not -3 .:)

Answer 9

It is found in the denominator, therefore it must be negative.

Answer 10

Being in the denominator makes it negative?

Answer 11

Yes! Always remember that.

Answer 12

I thought it would be -6/3

Answer 13

And what are the properties of rational exponents? It says to identify them in the problem

Answer 14

huh?

Answer 15

Let me give you an example for that.
Let
\[\sqrt[3]{x?} this is also equal \to x ^{1/3}\]
Do you understand it now?

Answer 16

but its 2 not 3 friend :)

Answer 17

Oh, yeah I know what that is I just didn't know the name for it

Answer 18

Name for what?

Answer 19

I didn't know that x?−−√3thisisalsoequal→x1/3 were called the properties of rational exponents

Answer 20

I tried copy and pasting what you posted

Answer 21

It didn't work out...
lol

Answer 22

i mean cuberoot of x is also equal to x raise to 1/3
Got it now?

Answer 23

Yes, thank you again

Answer 24

No prob. :)

Answer 25

happy for learn u ...:)
I think Yttrium answer s good .
Do u have another problems ?
Or questions ?

Answer 26

I'm just not sure about the denominators being negative because I was doing this yesterday and I didn't make them negative