QuestionNECOGeneral Maths2022ObjectiveQuadratics & their graphsQuadratics & their graphs
NECO 2022 · Paper 1 · Q20
Find the quadratic equation whose roots are 2 and −321.
Worked solution (try it first)
The roots give the factors
(x−2) and
(x+27).
Doubling the second gives
(2x+7).
Multiply out:
(x−2)(2x+7)=2x2+7x−4x−14.
So the equation is
2x2+3x−14=0, option D.
Report a problem with this question