If the equation (1+m2)x2+2mcx+c2-a2 has equal roots then prove that c2=a2(1+m2) | Class 10 Maths

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if the equation (1+m2)x2+2mcx+c2-a2=0 has equal roots show that c2=a2(1+m2)
if the equation (1+m2)x2+2mcx
if the equation (1+m2)x2+2mcx+c2-a2=0 has equal roots then
if the quadratic equation (1 m² x² 2mcx c² a² 0 has equal roots prove that c² a² 1 m²)
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If the equation (1+m 2)x 2+2mcx+c 2−a 2=0 has equal roots, then prove that c 2=a 2(1+m 2).

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