Question

3. Simplify the given expression to radical form and justify each step by identifying the properties of rational exponents used. All work must be shown.
(x^(2/3))/(x^(4/9))

Answer 1

Frick

Answer 2

I forgot this

Answer 3

I dunno what to do from:
(x^(2/3))/(x^(4/9)) = x^((2/3)-(4/9)) = x^(2/6)

Answer 4

Tell me how you got there. Maybe it will boost my memory ahaha

Answer 5

When you divide you subtract the exponents right? Thats what i did.

Answer 6

@kawaiicat123

Answer 7

Omg I totally forgot

Answer 8

My mind is blank

Answer 9

Ish okay miss sammy you helped me out enough already XD

Answer 10

I will still try ahahaha

Answer 11

@YanaSidlinskiy

Answer 12

Gimme some time;)

Answer 13

Thanks for helping him because I couldnt >_< x_x

Answer 14

Is this how it's supposed to look like???
\[\frac{ x^(\frac{ 2 }{ 3 }) }{x^\frac{ 4 }{ ?9} }\]

Answer 15

should be 4/9 on the bottom

Answer 16

no parentheses..

Answer 17

Yeah, no parentheses, that is just to show it is separate from everything else

Answer 18

Kk!!! First you have to subtract the exponents..\[\frac{ 2 }{ 3 } - \frac{ 4 }{ 9 }\] Wut do u get?xD!!

Answer 19

I thought that is what you do omg

Answer 20

xD

Answer 21

It just came back to me, so I will help check and all

Answer 22

:) Thats wut u gotta doxD!!

Answer 23

x^2/6?

Answer 24

*Close* Not quite. Give it another shot? Maybe?

Answer 25

Im out of ammo o.o

Answer 26

Hhaha!!! Kk!! It's x^2/9 *because.....you have to rewrite the first problem by multiplying top and bottom to get 6/9. Then you have to subtract 2/9.

Answer 27

Yeppers

Answer 28

\[\frac{ 2 }{ 3 } \times \frac{ 3 }{ 3 } = \frac{ 6 }{ 9 } - \frac{ 4 }{ 9 } = \frac{ 2 }{ 9 }\]
to get* 2/9

Answer 29

Undastood, Knight?!!

Answer 30

Kk..I guess u dun wanna answerxD!! Anyways....Next is next..Gimme a secxD!!

Answer 31

Ahaha I think he is doing something but I will grab him real quick brb

Answer 32

Sorry mates! Yesh i understand banana!

Answer 33

Hhahaha!!! No no!! It's fine;)!!
To put it in radical form......this is how it's gonna look like:)
\[x^\frac{ 2 }{ 9 } = \sqrt[9]{x^2}\]

Answer 34

And..I guess that's all:)

Answer 35

OHHH alright thanks!

Answer 36

Ya!!!!!:) Welcome!!:) Blew ur mind again. Right;)!! Lol!! I guess it's good to have a friend that helps with Algebra!!;)xD!!

Answer 37

xD Yeah