According to the quadratic formula imaginary roots

According to the quadratic formula imaginary roots -...

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According to the quadratic formula , the roots of the quadratic equation are given by . In the current problem, . Therefore, . Since the discriminant is negative, our solutions are
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Unformatted text preview: complex . Namely, (since ) . The answer is: For additional explanation, see your textbook: Section 3.4: Complex Numbers or ....
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