The Universal Solution, for Numerical and Literal Equations by Which the Roots of Equations of All Degrees Can Be Expressed in Terms of Their Coefficients (Classic Reprint) - Tapa dura

Sinopsis

Excerpt from The Universal Solution, for Numerical and Literal Equations by Which the Roots of Equations of All Degrees Can Be Expressed in Terms of Their Coefficients

Theorem 2 is the combined results of Theorems 1 and D, and its universal application in the solution of equations of all degrees is fully illustrated by numerous examples.

Theorems 3, 4, and 5 are taken up in their order, and their applications fully illustrated in the solution of equa tions of their class.

The application of the several theorems in determining the location, character (real or imaginary), and signs of the roots of an equation is fully illustrated; and the method is such that it will convince any impartial student that it is a. Great step beyond the Sturm Theorem; and that in the solution of equations of all degrees it greatly excels, in brevity, that of any known method.

Cubic equations are thoroughly treated, and all kinds and classes of such equations are given and solved by the new method.

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