2011Journal of Hebei North UniversityRequires access

Relation of Tangent and Secant Function and Parameter Choice

Zhang Pu-xiu

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Abstract

By using the differential geometry technique,the generd parameters of extended tangent and secant funcitons of regular plane curve and regular space curve are defined to study the relation of the extended tangent and secant function and parameter transformation of a curve.The result that the extended tangent and secant function of a curve is independent with the choice of curve's parameter is obtained.

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What this paper is about

By using the differential geometry technique,the generd parameters of extended tangent and secant funcitons of regular plane curve and regular space curve are defined to study the relation of the extended tangent and secant function and parameter transformation of a curve.The result that the extended tangent and secant function of a curve is independent with the choice of curve's parameter is obtained.

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Available abstract

By using the differential geometry technique,the generd parameters of extended tangent and secant funcitons of regular plane curve and regular space curve are defined to study the relation of the extended tangent and secant function and parameter transformation of a curve.The result that the extended tangent and secant function of a curve is independent with the choice of curve's parameter is obtained.

Key concepts: Tangent, Secant method, Mathematics, Tangent vector, Mathematical analysis, Function (biology), Transformation (genetics), Plane curve

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