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23 April, 17:12

In your own words explain why a quadratic

equation can't have one imaginary solution.

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  1. 23 April, 21:06
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    A quadratic equation cannot have one imaginary solution because of the discriminant enclosed in a radical. The discriminant, √ (b² - 4ac), determines the nature of the roots and it can only be either 2 real roots, 1 real solution or 2 imaginary roots. Hope this answers the question.
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