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If α,β are the real and distinct roots of x2 + px + q = 0 and α4,β4 are the roots of x2−rx+5=0, then the equation x2−4qx+2a2−r=0 has always |
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Answer» If α,β are the real and distinct roots of x2 + px + q = 0 and α4,β4 are the roots of x2−rx+5=0, then the equation x2−4qx+2a2−r=0 has always |
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