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The algebraic number 5+ 7 is a root of the unique 4th degree, monic, integral polynomial of the form x p(x) = x +

    

The algebraic number 5+ 7 is a root of the unique 4th degree, monic, integral polynomial of the form x p(x) = x + C3x3 + C2x + Cx + Co. Find the values of c3, C2, C1, and co. C3= C2= 4 C = Co=

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