Break everything down to prime factors with no exponents other than 1:
Put everything under just one cube root radical:
Now, since the index of the cube root is 3, make as many groups of
three like factors as possible.
Each of those groups of three like factors represents a cube, and
will come outside the radical as just a single factor.
The is just and comes out of the radical as a
single
The is just and comes out of the radical as a
single
The other likewise comes out of the radical as a single
The only thing left under the radical is the which was left
over after all possible groups of three like factors were made. So
the final answer is
Edwin