(iii)root(6)(12)-:(sqrt(3)*root(3)(2))

(root(6)(5))(root(3)(2))(sqrt(3))(root(12)(6)) =

Which one of the following is the least? sqrt(3),root(3)(2),sqrt(2) and root(3)(4)

(root(6)(15-2sqrt(56)))*(root(3)(sqrt(7)+2sqrt(2))) =_______.

The following are the steps involved in finding the greatest among root(3)(2),root(6)(3) and sqrt(6) . Arrange them in sequential order. (A) The LCM of the denominators of the exponents is 6. (B) therefore root(6)(216) i.e., sqrt(6) is greatest. (C) root(3)(2)=2^(1//3), root(6)(3)=3^(1//6), sqrt(6)=6^(1//2) (D) 2^(1//3)=2^(2//6), 3^(1//6), 6^(1//2)=6^(3//6) (E) root(3)(2)=root(6)(4)root(6)(3)-root(6)(3),sqrt(6)=root(6)(216)

The value of log_(2)(root(3)(2+sqrt(5))+root(3)(2-sqrt(5))) is equal to

Prove that root(3)(2+sqrt(5))+root(3)(2-sqrt(5)) is a rational number.

Which one of the following is the smallest number? root(6)(12),root(3)(4),root(4)(5), sqrt3

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)

(sqrt(2root(3)(3))*root(3)(3sqrt(2)))/(3sqrt(2sqrt(3))*sqrt(3root(3)(2)))