Under what condition, roots of the quadretic equation
x^2+px+q=0 will be real and unequal.
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Answer:
For the roots of the quadratic equation to be real and distinct (unequal), the value of discriminant should be greater than 0.
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p*2 - 4q must be greater than 0
So p*2greater than 0
So p*2greater than 0
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