Geometric Intuition at the Olympiad level
There's an unquestionable pleasure in working with motivated, creative and talented students. The perfect setting for this is the olympiad environment. The surprise of nding in the students solutions ideas and elegance in solving problemas that have benn created especially for them, is so grati...
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| Formato: | info:eu-repo/semantics/article |
| Lenguaje: | spa |
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Universidad Antonio Nariño
2023
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| Acceso en línea: | https://revistas.uan.edu.co/index.php/espaciomatematico/article/view/1622 https://repositorio.uan.edu.co/handle/123456789/11566 |
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| _version_ | 1828526190159200256 |
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| author | Losada, María E. |
| author_facet | Losada, María E. |
| author_sort | Losada, María E. |
| collection | DSpace |
| description | There's an unquestionable pleasure in working with motivated, creative and talented students. The perfect setting for this is the olympiad environment. The surprise of nding in the students solutions ideas and elegance in solving problemas that have benn created especially for them, is so gratifying that itvalidates all the effort invested in it.This 2019 was no exception. Focusing only on geometrical problems of the Final Round of the Colombian Mathematics Olympiad, we present a beautiful mix of problems, solutions and solution attempts. I hope you delight in them as much as those of us that had the privilege of living it. |
| format | info:eu-repo/semantics/article |
| id | repositorio.uan.edu.co-123456789-11566 |
| institution | Repositorio Digital UAN |
| language | spa |
| publishDate | 2023 |
| publisher | Universidad Antonio Nariño |
| record_format | dspace |
| spelling | repositorio.uan.edu.co-123456789-115662025-03-13T22:58:45Z Geometric Intuition at the Olympiad level La intuición geométrica en Olimpiadas Losada, María E. geometría elemental TeTeorema del ángulo inscrito Teorema de Menelao Teorema de Desargues Inversión Elementary geometry the isncribed arc theoren Menelaus' theorem Desargues Theorem inversion There's an unquestionable pleasure in working with motivated, creative and talented students. The perfect setting for this is the olympiad environment. The surprise of nding in the students solutions ideas and elegance in solving problemas that have benn created especially for them, is so gratifying that itvalidates all the effort invested in it.This 2019 was no exception. Focusing only on geometrical problems of the Final Round of the Colombian Mathematics Olympiad, we present a beautiful mix of problems, solutions and solution attempts. I hope you delight in them as much as those of us that had the privilege of living it. Es inconfundible el placer de trabajar con estudiantes motivados, creativos y talentosos. Un ambiente ideal es el de olimpiadas. La sorpresa de encontrar en los estudiantes unas ideas y una elegancia de solución de problemas que se han preparado espcialmente para ellos, es tan graticante que valida todos losesfuerzos que se invierten en ello.Este año 2019 no fue la excepción. Enfocándonos solamente en problemas geométricos de la Ronda nal de la Olimpiada Colombiana de Matemáticas, presentamos una bella mezcla de problemas, soluciones e intentos de solución. Espero se deleiten tanto como aquellos que tuvimos el privilegio de vivirlo. 2023-09-25 2024-10-11T20:03:49Z 2024-10-11T20:03:49Z info:eu-repo/semantics/article info:eu-repo/semantics/publishedVersion Artículo revisado por pares https://revistas.uan.edu.co/index.php/espaciomatematico/article/view/1622 10.48082/espmat-v01n01a20p02 https://repositorio.uan.edu.co/handle/123456789/11566 spa https://revistas.uan.edu.co/index.php/espaciomatematico/article/view/1622/1242 Derechos de autor 2023 Espacio Matemático application/pdf Universidad Antonio Nariño ESPACIO MATEMÁTICO Journal; Vol. 1 No. 1 (2020); 19-37 Espacio Matemático; Vol. 1 Núm. 1 (2020); 19-37 ESPACIO MATEMÁTICO; Vol. 1 No 1 (2020); 19-37 Revista Espacio Matemático; v. 1 n. 1 (2020); 19-37 2711-1792 10.48082/em.v1i1 |
| spellingShingle | geometría elemental TeTeorema del ángulo inscrito Teorema de Menelao Teorema de Desargues Inversión Elementary geometry the isncribed arc theoren Menelaus' theorem Desargues Theorem inversion Losada, María E. Geometric Intuition at the Olympiad level |
| title | Geometric Intuition at the Olympiad level |
| title_full | Geometric Intuition at the Olympiad level |
| title_fullStr | Geometric Intuition at the Olympiad level |
| title_full_unstemmed | Geometric Intuition at the Olympiad level |
| title_short | Geometric Intuition at the Olympiad level |
| title_sort | geometric intuition at the olympiad level |
| topic | geometría elemental TeTeorema del ángulo inscrito Teorema de Menelao Teorema de Desargues Inversión Elementary geometry the isncribed arc theoren Menelaus' theorem Desargues Theorem inversion |
| url | https://revistas.uan.edu.co/index.php/espaciomatematico/article/view/1622 https://repositorio.uan.edu.co/handle/123456789/11566 |
| work_keys_str_mv | AT losadamariae geometricintuitionattheolympiadlevel AT losadamariae laintuiciongeometricaenolimpiadas |
