if the ratio of the roots of the equation lx²+nx+n=0 is p:q prove that root p/q ..

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If the ratio of the roots of equation lx² + nx + n = 0 is p : q, prove that √p/q + √q/p + √n/l = 0 If the ratio of the roots of equation lx² + nx + n = 0 is p : q, prove that √p/q + √q/p + √n/l = 0
If the roots of lx^2+nx+n = 0 are in ratio p:q then prove that root(p/q)+ root(q/p)+ root (n/l) = 0 If the roots of lx^2+nx+n = 0 are in ratio p:q then prove that root(p/q)+ root(q/p)+ root (n/l) = 0
if the ratio of roots of the equation lx^2+nx+n=0 is p:q then prove that √p/q + √q/p +√n/l =0 if the ratio of roots of the equation lx^2+nx+n=0 is p:q then prove that √p/q + √q/p +√n/l =0
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