Discriminant equation

This Discriminant equation helps to quickly and easily solve any math problems.

How Do You Find The Discriminant of a Quadratic

If discriminant is equal to zero: The quadratic equation has two equal real roots if D = 0. This is because the roots of D = 0 are provided by x = − b ± 0 2 a and 0 would be the square root. The

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Discriminant Calculator

The formula for discriminant is, Δ = b 2 – 4ac => Δ = (-2) 2 – 4 (1) (3) =>Δ = 4 – 12 Δ = -8 equation will have no real solutions.

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The Discriminant

The discriminant for this equation is: Discriminant = b 2 − 4 a c Discriminant = 2 2 − 4 ⋅ 1 ⋅ ⋅ 1 Discriminant = 4 − 4 Discriminant = 0 Since the discriminant is zero, there should be 1 real solution to this equation. Below is a picture representing
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