If roots of the quadratic equation x²+2px+mn = 0 are real and equal, show that the roots of the quad

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If the roots of the quadratic equationx^2+2px+mn=0 are real and equal. CLASS 10 QUADRATIC EQUATIONS If the roots of the quadratic equationx^2+2px+mn=0 are real and equal. CLASS 10 QUADRATIC EQUATIONS
If roots of the quadratic equation x2 + 2px + mn = 0 are real and equal, show that The roots of the If roots of the quadratic equation x2 + 2px + mn = 0 are real and equal, show that The roots of the
if roots of the quadratic equation x2+2px+mn=0 are real and equal show that the roots of the quadrat if roots of the quadratic equation x2+2px+mn=0 are real and equal show that the roots of the quadrat
2016-4-MARKS-If roots of the quadratic equation x2 + 2px + mn = 0 are real and equal, show that 2016-4-MARKS-If roots of the quadratic equation x2 + 2px + mn = 0 are real and equal, show that
10. If roots of quadratic eqⁿ qx²+2px+2q=0 are real & unequal prove rt (p+q)x²+2qx+(p–q)=0 imaginary 10. If roots of quadratic eqⁿ qx²+2px+2q=0 are real & unequal prove rt (p+q)x²+2qx+(p–q)=0 imaginary
Show that roots of square(x) - 4qx + 2square(q) - r = 0 are real one of which is positive. Show that roots of square(x) - 4qx + 2square(q) - r = 0 are real one of which is positive.
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