Asked by Kaur
if alpha is S......of ax^2+bx+c=0
then a(alpha^2)+b(alpha)+c=0
Urgent
then a(alpha^2)+b(alpha)+c=0
Urgent
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Answered by
Anonymous
Not sure just what "alpha is S......" means. Is that supposed to be an integral?
But, since x is just a place holder, you know that if you replace x with alpha, then ax^2+bx+c=0 just becomes
a(alpha^2)+b(alpha)+c=0
which is certainly true for any solution of the equation.
But, since x is just a place holder, you know that if you replace x with alpha, then ax^2+bx+c=0 just becomes
a(alpha^2)+b(alpha)+c=0
which is certainly true for any solution of the equation.
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