This topic covers the relationship between the discriminant of a quadratic equation and the nature of its roots. It specifically focuses on determining if the quadratic function has real roots, complex roots, or a repeated real root based on the value of the discriminant (\(\Delta\)). The questions guide the learner to identify whether a discriminant being less than zero, greater than zero, or equal to zero correlates to having complex roots, two distinct real roots, or exactly one real root, respectively.

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Quadratic Discriminants - Greater/Lesser than Zero to Count of Roots


What type of roots would a quadratic function with this discriminant have?

Δ>0\Delta > 0

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