6. p, q, r are given real numbers. Consider the polynomials (q-r)(x-q)(x-r) + (r-p)(x-r)(x-p) + +(p-q)(x-p)(x-q) + k for all real k. Then [ ]
A) there exists a k such that the degree of the polynomial is 2
B) there exists a k such that the degree of the polynomial is 1
C) there exists no k such that the degree of the polynomial is 0
D) there exists no k such that the degree of the polynomial is undefined
E) none of these
sir plzzzzzzzz solve .... i will surely approve.....
6. p, q, r are given real numbers. Consider the polynomials (q-r)(x-q)(x-r) + (r-p)(x-r)(x-p) + +(p-q)(x-p)(x-q) + k for all real k. Then [ ]
A) there exists a k such that the degree of the polynomial is 2
B) there exists a k such that the degree of the polynomial is 1
C) there exists no k such that the degree of the polynomial is 0
D) there exists no k such that the degree of the polynomial is undefined
E) none of these
sir plzzzzzzzz solve .... i will surely approve.....










