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

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

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

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

Arrange root(4)(3),root(3)(2)androot(6)(5) in the decreasing order.

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

Given t=2+root(3)(4)+root(3)(2), determine the value of t^(3)-6t^(2)+6t-2

The greatest of sqrt(2),root(6)(3),root(3)(4),root(4)(5) is a.sqrt(2)b .root(3)(4)c.root(4)(5)d.root(6)(3)

(a) (root(4)(9)+root(4)(4))^(1/3)*(root(4)(9)-root(4)(4))^(1/3) simplify