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    Can the Roots of Polynomials Be Proven?

    there are polynomials Q(x),R(x) ,such that degR(x)<deg(x-a) and P(x)=(x-a)Q(x)+R(x),if P(a)=0,we have R(a)=0,for degR(x)<deg(x-a),R(x) is constant
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