2000Journal of Guizhou Normal UniversityRequires access

Equation and curves[16] ——A theorem of equations of devision (typep2)

Mi Jia

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Abstract

To any positive integer n,we apply the general term formular for the equation of devision that can produce a general equation or nth degree in one unknown.i.e.it can convert a specific definitive equation of nth degree in one unknown at any point of the coordinate plane.We can extractn roots accurately and easily to each definite equation by the means of converting, discriminating and substituting the auxiliary angle and so forth into the relevant radical formula.As n can be countless positive integers,that the redical equation produced from the theorem can also be endless.

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What this paper is about

To any positive integer n,we apply the general term formular for the equation of devision that can produce a general equation or nth degree in one unknown.i.e.it can convert a specific definitive equation of nth degree in one unknown at any point of the coordinate plane.We can extractn roots accurately and easily to each definite equation by the means of converting, discriminating and substituting the auxiliary angle and so forth into the relevant radical formula.As n can be countless positive integers,that the redical equation produced from the theorem can also be endless.

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Available abstract

To any positive integer n,we apply the general term formular for the equation of devision that can produce a general equation or nth degree in one unknown.i.e.it can convert a specific definitive equation of nth degree in one unknown at any point of the coordinate plane.We can extractn roots accurately and easily to each definite equation by the means of converting, discriminating and substituting the auxiliary angle and so forth into the relevant radical formula.As n can be countless positive integers,that the redical equation produced from the theorem can also be endless.

Key concepts: Mathematics, Degree (music), Integer (computer science), Plane (geometry), Mathematical analysis, Term (time), Characteristic equation, Pure mathematics

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