SOLUTION: How do you solve: (32^-1/3)^-3/5? It is dealing with negative exponents that happen to be fractions. I know that it is probably very simple, but I am just drawing a blank.

Algebra ->  Complex Numbers Imaginary Numbers Solvers and Lesson -> SOLUTION: How do you solve: (32^-1/3)^-3/5? It is dealing with negative exponents that happen to be fractions. I know that it is probably very simple, but I am just drawing a blank.       Log On


   

Question 355001: How do you solve: (32^-1/3)^-3/5?
It is dealing with negative exponents that happen to be fractions. I know that it is probably very simple, but I am just drawing a blank.
I don't want to know how to put this into the calculator, I want to be able to work it out.
Thanks - Taylor
Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
(32^-1/3)^(-3/5)
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= 32^(1/5)
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= 2
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cheers,
Stan H.