1.Let p,q∈Qp, q \in \mathbb{Q}p,q∈Q. If 2−32 - \sqrt{3}2−3 is a root of the quadratic equation x2+px+q=0x^2 + px + q = 0x2+px+q=0, thena.p2−4q+12=0p^2 - 4q + 12 = 0p2−4q+12=0b.q2−4p+14=0q^2 - 4p + 14 = 0q2−4p+14=0c.p2−4q−12=0p^2 - 4q - 12 = 0p2−4q−12=0d.q2−4p−16=0q^2 - 4p - 16 = 0q2−4p−16=0Login to continueOnly logged in users canattempt or see the solution.
