Relationship between roots and coefficients of quartic equation
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if quadratic is ax²+bx+c=0
if roots are α and β
α+β=-b/a
αβ=c/a
if roots are α and β
α+β=-b/a
αβ=c/a
kantnitin:
let ax^2+bx+c is a quadratic equation then alpha and beeta is the roots and a,b is the coefficient
α+β=sum of roots=b/a ,αβ=product of roots=c/a
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which is the required relationship
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