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What is the nature of the roots when the discriminant is negative, i.e. \( D < 0 \)?

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Question

What is the nature of the roots when the discriminant is negative, i.e. \( D < 0 \)?

Options

  • No real roots

  • Roots are real and equal

  • Roots are real and unequal

  • Two distinct real roots

MCQ
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Solution

For \( D < 0 \), there are no real roots. A negative value of \( b^{2} - 4ac \) shows that the roots are not real at all.

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