Конфигурации от педални окръжности на произволна точка в равнината на многоъгълник.
Configurations оf Pedal Circles of an Arbitrary Point in the Plane of a Polygon
Author(s): Veselin Nenkov, Stanislav Stefanov, Haim HaimovSubject(s): Social Sciences, Education, School education, Vocational Education, Adult Education, Higher Education , History of Education
Published by: Национално издателство за образование и наука „Аз-буки“
Keywords: quadrilateral; pentagon; pedal circles; Simson line
Summary/Abstract: In this paper it is described the mutual location of the pedal circles of an arbitrary point in the plane of an arbitrary quadrilateral and pentagon with respect to the triangles determined by their sides and diagonals. As a result it is defined Simson circle of a point in the plane of an arbitrary pentagon. Simson lines are found for points on determined lines in the plane of the pentagon.
Journal: Математика и информатика
- Issue Year: 63/2020
- Issue No: 3
- Page Range: 313-323
- Page Count: 11
- Language: Bulgarian
- Content File-PDF