Necessary conditions when taken together for equation $x^{2}+a^{2}x+b^{2}=0, (a,b\epsilon R)$ to have distinct roots, each of which exceeds 'c' are
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Necessary conditions when taken together for equation $x^{2}+a^{2}x+b^{2}=0, (a,b\epsilon R)$ to have distinct roots, each of which exceeds 'c' are