Additional Mathematics 0606 / Quadratic functions / 1.111.11: Parameter inequality for real roots0606/13/O/N/16 — Question 3 · 6 marksMark as done · Save for later · Show all solutions(i)Given that 3x2+p(1−2x)=−33x^{2} + p(1 - 2x) = -33x2+p(1−2x)=−3, show that, for xxx to be real, p2−3p−9≥0p^{2} - 3p - 9 \ge 0p2−3p−9≥0.[3]▸ Answer(ii)Hence find the set of values of ppp for which xxx is real, expressing your answer in exact form.[3]▸ Answer▸ Official mark scheme← 2.6: Discriminant showing real roots always2.4: Tangent from a line to a circle →