If , and are real numbers such that what is the value of
For a linear expression , the polynomial can be factorized as . If , what is the value of ?
is a number such that . What is the value of ?
What is the largest positive integer such that the cubic polynomial can be factorized as the product of distinct linear polynomials?
If is a real number and a cubic equation has a repeated root, what is the sum of all the possible values of ?