Question

Let △² be the discriminant and α, β be the roots of the equation ax² + bx + c = 0. Then 2aα + △ and 2aβ – △ can be roots of the equation

(a) x² + 2bx + b² = 0

(b) x² – 2bx + b² = 0

(c) x² + 2bx – 3b² – 16ac = 0

(d) x² + 2bx – 3b² + 16ac = 0

Answer 1

Correct options are (a) & (d)