SOLUTION: How do I use radical notation to rewrite each expressions? Simplify if possible. I am unsure how to do these two.
a). (32)^1/5
b). 1000^2/3
Thank you
Algebra.Com
Question 1040004:  How do I use radical notation to rewrite each expressions? Simplify if possible. I am unsure how to do these two.
a). (32)^1/5
b). 1000^2/3
Thank you
 
Answer by Boreal(15235)   (Show Source): You can put this solution on YOUR website!
 32^1/5 is 5th root of 32.  The index in the radical form is a 5, rather than a 3 or the default 2, if nothing is written.  It is 2.
1000^2/3 is the cube root (index is 3) of 1000^2.  It is easier to take the cube root of 1000, which is 10, then square it, which is 100. 
RELATED QUESTIONS
Simplify each radical expression.
{{{(sqrt(3)+5)(sqrt(3)-3)}}}
I am having difficulty  (answered by jim_thompson5910)
8).
           Use Radical notation to rewrite the expression, then simplify if... (answered by nerdybill)
I am having a problem with this question. I know that yes it is possible I think to have... (answered by stanbon)
use radical notation to rewrite the expression. simplify if possible:
(16)^3/4 +... (answered by Alan3354)
i dont understand radicals at all. i need to rewrite exponential expressions as a... (answered by drk)
I am having trouble understanding how to do this problem:
Write an equivalent... (answered by Earlsdon)
I am to solve and rewrite in a scientific notation
please explain how to do this... (answered by Alan3354)
This problem says divide and simplify, Assume all expressions under the radicals... (answered by jsmallt9,nerdybill)
Hello, Im completely new to this site, and Im pressing for time, but please someone help... (answered by nyc_function)