1. MeowLover17
2. MeowLover17

Rewrite the rational exponent as a radical expression. 3 to the 2 over 3 power, to the 1 over 6 power

3. ganeshie8

Hint $\large (a^m)^n = a^{mn}$

4. MeowLover17

Okay would get 3^2/12

5. ganeshie8

really sure the bottom is 12 ?

6. MeowLover17

Oh sorry, 18

7. MeowLover17

I have dyslexia

8. ganeshie8

me too $\large 3^{\frac{2}{18}}$

9. MeowLover17

Then it would look like |dw:1433616681993:dw|

10. Afrodiddle

Here, I rewrote it for you so it will be easier to understand. (3^(2/3))^(1/6)

11. ganeshie8

no dear, wait

12. MeowLover17

13. ganeshie8

$\large 3^{\frac{2}{18}}$ $$2$$ goes in $$18$$, so simplify first : $\large 3^{\frac{1}{9}}$ now change it to radical form

14. MeowLover17

Oh this is true, so my answer is B, thanks for helping me @ganeshie8 +1 medal & fan :D

15. MeowLover17

@imqwerty Thank you as well even though your a bit more direct lol.

16. ganeshie8

Yes, B.

17. MeowLover17

Have a great day all :)

18. ganeshie8

u2

19. Afrodiddle

Have a nice day, Meowlover17

20. imqwerty

:) @MeowLover17