Two
roots of a quadratic equation
7-5√3 and 7+5√3 form the
quadratic equation
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Therefore, our assumption that a quadratic equation has three distinct real roots is wrong. Hence, every quadratic equation cannot have more than 2 roots. Note: If a condition in the form of a quadratic equation is satisfied by more than two values of the unknown then the condition represents an identity.
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Can you write the question in one line???
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