Extension of an INMO Geometry Problem
Miraj, Rahil (2020) Extension of an INMO Geometry Problem. At Right Angles (8). pp. 37-39. ISSN 2582-1873
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Abstract
In this work, I extend the result contained in an INMO (Indian National Mathematics Olympiad) geometry problem. This problem refers specifically to a right-angled triangle, but I prove a general result that holds for any triangle.
| Item Type: | Articles in APF Magazines | ||
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| Authors: | Miraj, Rahil | ||
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| Uncontrolled Keywords: | Inradius, Sine rule, Cosine rule | ||
| Subjects: | Natural Sciences > Mathematics | ||
| Divisions: | Azim Premji University - Bengaluru > University Publications > At Right Angles | ||
| Full Text Status: | Public | ||
| URI: | http://publications.azimpremjiuniversity.edu.in/id/eprint/2589 | ||
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