Suppose the new quadratic g(x) = x + px + q has the roots y = a+B and & = + %3D %3D Find the coefficients p and q of the new quadratic correct to 2 decimal places.

Find the two roots of each of the following functions (that is find the two X values that make Y = 0). EXAMPLE: Y = 3X^2 -11X +6 is the product of (3X -2)(X -3).  If you let Y = 3X-2 then X = 2/3 will make Y = 0.  If you let Y = X-3 then X = 3 will make Y = 0. Thus both X = 2/3 and X = 3 are roots.    A. Y = 4X^2 +4X -8.  The two roots are X = ______ and X = ______. B. Y = 5X^2 +X -6. The two roots are X = ______ and X = ______.

Q. 3) Please show all work

Are there any general statement that you can develop to predict the ax²+bx+c=0 and the roots?if so, describe the rule. Let x¹ and x² be the roots of the quadratic