If \(p, q, r\) are +ve and are in \(A . P\). , the roots of quadratic equation \(p x^2+q x+r=0\)...

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If \( p, q, r \) are +ve and are in \( A . P . \), the roots of quadratic equation \( p x^{2}+q ... If \( p, q, r \) are +ve and are in \( A . P . \), the roots of quadratic equation \( p x^{2}+q ...
f p,q, r are +ve and are in A. P., in the roots of quadratic equation `px^2+qx+r =0 ` are real ... f p,q, r are +ve and are in A. P., in the roots of quadratic equation `px^2+qx+r =0 ` are real ...
If p, q, r are in GP and the equations px^2 + qx + r=0 and dx^2 + 2ex + f=0 have a common root If p, q, r are in GP and the equations px^2 + qx + r=0 and dx^2 + 2ex + f=0 have a common root
19: If p, q, r are +ve and are in A.P., the roots of quadratic equation 19: If p, q, r are +ve and are in A.P., the roots of quadratic equation
53.Let α and β be the roots of equation px 2 +qx+r=0, p=0. If p,q and r are in AP and α1​ + β1​ =4 53.Let α and β be the roots of equation px 2 +qx+r=0, p=0. If p,q and r are in AP and α1​ + β1​ =4
Quadratic equation| p,q,r in AP then relation b/w roots of px^2+qx+r Quadratic equation| p,q,r in AP then relation b/w roots of px^2+qx+r
If p,q,r in R and the quadratic equation px^2+qx+r=0 has no real roots, then (A) p(p+q+r)gt0 (B)... If p,q,r in R and the quadratic equation px^2+qx+r=0 has no real roots, then (A) p(p+q+r)gt0 (B)...
If one root of the quadratic equation px2 + qx + r = 0 is If one root of the quadratic equation px2 + qx + r = 0 is