(30%) Write a pseudocode algorithm to solve the following problem: Given three numbers a, b and c corresponding to the constants of a second degree polynomial, that is, a polynomial of the form a*x2+b*x c, find the roots of such a olynomial; .e., write a pseudocode algorithm that receives a, b and c as input and outputs the roots of the corresponding polynomial It is known that second degree polynomials may have up to two roots depending on the value of the discriminant. The discriminant is D = b. (4*a*c). If D 0 the polynomial has two roots, they are (-b SquareRoot(D))/(2*a) and (-b- SquareRoot(D))/(2*a)