



What happens to the discriminant when the quadratic equation has integer coefficients?
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- How might the discriminant of a related characteristic polynomial be relevant?
- The discriminant of a polynomial is nonzero if and only if the polynomial has distinct roots (over a separable closure). Can you explain why?
- Can the discriminant be used in cryptography, for example, in the construction of cryptographic primitives based on quadratic equations?
- Can the discriminant be used to solve cubic or higher-order equations?
- What is the significance of b² when analyzing quadratic equations?
- Can the discriminant be used to find the maximum or minimum value of a quadratic function?
- How is the discriminant used in Galois theory?
- What are some properties of complex conjugate roots?
- Can graphical methods be used to understand the discriminant?
- Can the discriminant be used to classify different types of singularities on curves or surfaces?
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