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root (4) (root(3)(2^2))...

`root (4) (root(3)(2^2))`

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root(4)(root(3)(3^2))

Simplify [root(3)(root(6)(2^(9)))]^(4)xx[root(6)(root(3)(2^(9)))]^(4) .

root(5)(root(4)(3^2))

Simplify and express the result in its simplest form root(3)(24)-:(root(4)(2).root(3)(3))

root4(root3(2^(2))) equal to

root(3)(2) . root(4)(2) . root(12)(32)

Find the value of log_(2)(2root(3)(9)-2)+log_(2)(12root(3)(3)+4+4root(3)(9))

Simplify each of the following: root(3)(4)x root(3)(16) (ii) (root(4)(125))/(root(4)(2))

Simplify root(5)(x^(4)root(4)(x^(3)root(3)(x^(2)sqrt(x))))