Let α and β be the roots of x2−3x+p=0 and γ and δ be the roots o – InterviewSolution

1.	Let α and β be the roots of x2−3x+p=0 and γ and δ be the roots of x2−6x+q=0. If α,β,γ,δ form the geometric progression. Than ratio (2q+p):(2q−p) is :
Answer» Let $α$ and $β$ be the roots of $x^{2} - 3 x + p = 0$ and $γ$ and $δ$ be the roots of $x^{2} - 6 x + q = 0$ . If $α, β, γ, δ$ form the geometric progression. Than ratio $(2 q + p) : (2 q - p)$ is :

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