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If the discriminant value is negative, then the roots of a quadratic equation are ________________.
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If the discriminant value is negative, then the roots of a quadratic equation are ________________.

If the discriminant value is negative, then the roots of a quadratic equation are-example-1
User CampSafari
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ANSWER:

Complex

Step-by-step explanation:

Recall that if the discriminant value is negative, then the roots of a quadratic equation will not be real but will be complex

User Diedthreetimes
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