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Volume 10, Number 2 (2025)

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A Note On “A New Method For Calculating the Distance Between Two Points On A Plane”

Volume 10, Issue 2, April 2025 | PP. 15-20 | PDF (188 K) | Pub. Date: April 16, 2025
DOI: 10.54647/mathematics110536 13 Downloads 363 Views

Author(s)

Zhou Zhongwang, School of Mathematics and Statistics, Weifang University, Weifang 261061, Shandong, China

Abstract
This article proves that using generalized cosine and generalized sine to calculate the distance between two points in a good affine coordinate system is simpler and more accurate than using tangent and cotangent and table look-up in a Cartesian coordinate system.

Keywords
affine coordinate system, Cartesian coordinate system, generalized cosine, generalized sine, tangent, cotangent

Cite this paper
Zhou Zhongwang, A Note On “A New Method For Calculating the Distance Between Two Points On A Plane” , SCIREA Journal of Mathematics. Volume 10, Issue 2, April 2025 | PP. 15-20. 10.54647/mathematics110536

References

[ 1 ]	Zhou Zhongwang.A New Method For Calculating the Distance Between Two Points On A Plane[J].SCIREA Journal of Mathematics.2025,10(1),8-14.
[ 2 ]	Zhou Zhongwang.Generalized Pythagorean Theorem[J].SCIREA Journal of Mathematics.2025,10(1),1-7.