Let 'a' be a real number, `n in N`, and `x= root(3)(5)`. In this representation radicand is _______ and index is _______.

Let ‘a’be a real number, n N, and x=5^(1/3). In this representation radicand is___________ and index is___________

Let 'a' be a real number.Number of real roots of the equation (x^(2)+ax+1)(3x^(2)+ax-3)=0, is-

Let n be a 5 digit number such that n=304a2 and 3|n then a=

The number of integers n for which 3x^(3)-25x +n=0 has three real roots is-

Let p and q be real number such that x^(2)+px+q ne0 for every real number x. Prove that if n is an odd positive integer, then X^(2)+pX+qI_(n)ne 0_(n) for all real matrices X of order of n xx n .

Let a,b,c,d, be any four real numbers. Then a^n+b^n=c^n+d^n holds for any natural number n if

Representation of the orbital with quantum numbers n=3, l=1 is …….

Let a , b , c ,d ,be any four real number . Then a^(n)+b^(n)=c^(n)+d^(n) holds for any natural no . If -