Author(s): Ágnes BAZSÓ

Title: ADOTT PONT KÉT KÚPSZELETRE VONATKOZTATOTT POLÁRISAIRÓL

Source: F. Filip, Zs. Gódány, Š. Gubo, E. Korcsmáros, S. Tóbiás Kosár, T. Zsigmond (eds.): 16th International Conference of J. Selye University. Sections of the Faculty of Economics and Informatics. Conference Proceedings

ISBN: 978-80-8122-509-3

DOI: https://doi.org/10.36007/5093.2024.407

Publisher: J. Selye University, Komárno, Slovakia

PY, pages: 2024, 407-416

Published on-line: 2024

Language: hu

Abstract: We describe a methodological approach to investigating the geometric locus of the intersections of the polars of a point with respect to two conic sections, where the given point lies on a general line. We prove the conjecture regarding this geometric locus in three different ways: using analytic geometry, analytic projective geometry, and theorems and principles of projective geometry.

Keywords: methodological approach, conic sections, pole and polar, locus, analytic geometry, projective geometry

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