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root(3)(135)-:root(3)(5)...

`root(3)(135)-:root(3)(5)`

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root(3)(2)+root(3)(16)-root(3)(54)

Simplify : 5root(3)(250)+7root(3)(16)-14root(3)(54)

Find the value of (root(3)(125)times root(3)(64))/(root(3)(125)-root(3)(64))

Rationalize the denominator. (3 root(3)(5))/(root(3)(9))

The value of (root(3)(3.5) + root(3)(2.5)) { (root(3)(3.5) )^2 - root(3) (8.75) + ( root(3)(2.5))^2} is

Simplify : root(3)(625)-4root(3)(343)-5root(4)(81)+6root(5)(32)