" (ii) "(root(4)(1250))/(root(4)(2))

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

Simplify each of the following: root(5)(16)xx root(5)(2) (ii) (root(4)(243))/(root(4)(3))

(root(4)(64))/(root(4)(4))

Simplify each of the following: (i) root(5)(16)xxroot(5)(2) (ii) root(4)(243)/root(4)(3)

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

[root(4)(16)-root(4)(25)]^((1)/(3))[root(4)(25)+root(4)(16)]^((1)/(3))=

(i) Simplify (2^(2/3)-2^((-2)/3))(2^(4/3)+1+2^((-4)/3)) (ii) [(root(6)(7))^(2)+(root(6)(7))^(-2)][(root(6)(7))^(4)-1+(root(6)(7))^(-4)]

If 3^(root(4)(x))+4^(root(4)(x))= 5^(root(4)(x)) then what is the value of x is? यदि 3^(root(4)(x))+4^(root(4)(x))= 5^(root(4)(x)) है तो x का मान है :

If 3^(root(4)(x))+4^(root(4)(x))=5^(root(4)(x)) , then the value of x is : यदि 3^(root(4)(x))+4^(root(4)(x))=5^(root(4)(x)) है, तो x का मान क्या होगा ?

Arrange surds in descending order : root(2)(root(3)(5)),root(3)(root(4)(7)), sqrtsqrt3