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#beginquote# Rule. When working with the integrals, each coefficient of the converted equation is equal to the square of the previous coefficient, minus the dual product of the coefficients adjoining it, plus the double product of the following in the order of convergence of coefficients, etc., and if the required coefficient is absent, then it is considered to be zero. Acquainted with the idea of the
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method, and after considering the quadracing process of the roots, we can draw up a program for solving algebraic equations. #endquote#
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