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If 3 Is A Root Of X^2 + Kx - 24 = 0, It Is Also A Root Of
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If A And B Are The Odd Integers, Then The Roots Of The Equation
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The Condition That X^3 - Px^2 + Qx - R = 0 May Have Two Of Its Roots Equal To Each Other But Opposite In Sign Is
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If Alpha, Beta Are The Roots Of X^2 - Ax + B = 0 And If
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If The Roots Of Equation X^2 - Bx/ax - C = M-1/m+1 Are Equal But Opposite In Sign, Then The Value Of M Will Be
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If 3/2 + 7/2 I Is A Solution Of The Equation Ax^2 - 6x + B = 0 Where A And B Are Real Numbers, Then The Value Of
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If 3 ≤ 3t - 18 ≤ 18, Then Which One Of The Following Is True
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Given That Tan Alpha And Tan Beta Are The Roots Of X^2 - Px + Q = 0, Then The Value Of
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The Equation Of The Smallest Degree With Real Coefficients Having 1 + I As One Of The Root Is
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The Least Integer K Which Makes The Roots Of The Equation X^2 + 5x + K = 0 Imaginary Is
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If X^2 + Px + Q = 0 Is The Quadratic Equation Whose Roots Are A - 2 And B - 2 Where A And B
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