If `c^2` = 4d and the two equations `x^2` - ax + b = 0 and `x^2` - cx + d = 0 have one common r...

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If` c^2 = 4d` and the two equations `x^2-ax + b= 0` and `x^2-cx + d=0` have a common root, then... If` c^2 = 4d` and the two equations `x^2-ax + b= 0` and `x^2-cx + d=0` have a common root, then...
If the two equations `x^2-cx + d = 0` and `x^2-ax + b = 0` have one common root and the second ... If the two equations `x^2-cx + d = 0` and `x^2-ax + b = 0` have one common root and the second ...
.x2–cx+d=0 and x2–ax+b=0 have one common root and the second equation has equalroots then 2(b+d) .x2–cx+d=0 and x2–ax+b=0 have one common root and the second equation has equalroots then 2(b+d)
If the two equations x2 – cx + d = 0 and x2 – ax + b = 0 have one common root and th.... If the two equations x2 – cx + d = 0 and x2 – ax + b = 0 have one common root and th....
6. Prove that if eq x² + bx +ca =0 and x² + cx +ab=0 have common root other roots satisfy x²+ax+bc=0 6. Prove that if eq x² + bx +ca =0 and x² + cx +ab=0 have common root other roots satisfy x²+ax+bc=0
Solving a System of Equations with Ordered Pairs: If (ax-cy,a^2-c^2)=(0,ay-cx), finding (x,y). Solving a System of Equations with Ordered Pairs: If (ax-cy,a^2-c^2)=(0,ay-cx), finding (x,y).
If the roots of the equations ax^2+2bx+c=0 and bx^2-2(√ac)x+b=0 are simultaneously real, then... If the roots of the equations ax^2+2bx+c=0 and bx^2-2(√ac)x+b=0 are simultaneously real, then...
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