# discriminant definition

• noun:
• An expression regularly distinguish or separate various other expressions in a quantity or equation.
• An expression that gives details about the origins of a polynomial; for example, the appearance D = b2 - 4ac determines whether the roots of quadratic equation ax2 + bx + c = 0 are genuine and distinct (D > 0), real and equal (D = 0) or complex (D < 0).
• The eliminant regarding the n limited differentials of every homogenous purpose of letter variables. See eliminant.
• In math, the eliminant associated with n differential coefficients of a homogeneous function of letter factors.
• Discriminating.
• An expression used to differentiate or split up other expressions in a quantity or equation.
• a manifestation that gives information regarding the origins of a polynomial; like, the expression D = b2 - 4ac determines perhaps the origins regarding the quadratic equation ax2 + bx + c = 0 tend to be genuine and distinct (D > 0), genuine and equal (D = 0) or complex (D < 0).
• The eliminant associated with n limited differentials of every homogenous purpose of letter factors. See eliminant.
• In math, the eliminant of this letter differential coefficients of a homogeneous function of n factors.
• Discriminating.
• providing to discriminate.
• providing to discriminate.
• others:
• Implying equal origins or a node.
• Implying equal origins or a node.

## Related Sources

• Definition for "discriminant"
• An expression regularly distinguish or separate various other…
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• eliminant