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  • Discriminant
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  • This procedure needs to be written. You can start by clicking on the edit tab at the top of the page.
  • The discriminant of a quadratic function in the form is equal to Since the square root of the discriminant is used in the quadratic formula in the form it can be used to determine how many roots the function has. If it is greater than zero, the function has two real roots, if it is equal to zero, the function has one, and if it is negative, the function will only have imaginary roots. File:Nuvola apps kbrunch.png This algebra-related article contains minimal information concerning its topic. You can help the Mathematics Wikia by adding to it.
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  • This procedure needs to be written. You can start by clicking on the edit tab at the top of the page.
  • The discriminant of a quadratic function in the form is equal to Since the square root of the discriminant is used in the quadratic formula in the form it can be used to determine how many roots the function has. If it is greater than zero, the function has two real roots, if it is equal to zero, the function has one, and if it is negative, the function will only have imaginary roots. File:Nuvola apps kbrunch.png This algebra-related article contains minimal information concerning its topic. You can help the Mathematics Wikia by adding to it.
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