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ConceptQuadratic Functions

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### Description

Given `alpha`,`beta` as roots then find the equation whose roots are of the form `alpha^3`, `beta^3` , etc

Case I:a>0 -> 1)Real roots, 2)Complex roots,3)Equal roots

Case II:a<0 -> 1)Real roots, 2)Complex roots,3)Equal roots

Where ‘a’ is the coefficient of x^{2} in the equations of the form ax^{2} + bx + c = 0.

Understanding the fact that a quadratic expression (when plotted on a graph) is a parabola.