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1827. Maximal distance
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Даны N точек на плоскости (2 ≤ N ≤ 100) заданы вещественными координатами x и y. Найти номера каких-нибудь двух точек этого множества с максимальным расстоянием между ними. Пример Входные данные 3 Выходные данные 2 3
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| Sorted Problems / | Mathematics / | Geometry / |
| 625. Maps of Mars | 1827. | 16. Polygon and Point | 1658. Polygon with minimal perimeter | 1657. Postcards |
| Problems from Contests and Camps / | School olympiads and couses of Vologda region / | Different Contests / | Contest VML, 7 form, arrays / |
| 1828. 7 - Number of different digits | 1827. | 1826. 9 - Triangle with maximal perimeter | 717. A - Веселый программист | 733. B - Диагональки |
| Problems from Contests and Camps / | School olympiads and couses of Vologda region / | Impulse - June 2021 / | Impulse - June 2021, Opening Olympiad / |
| 1831. 05 - First - last | 1827. | 1834. 07 - Power of 6 | 1842. 08 - Triangle of maximal area | 1873. 09 - Number of Triangles |
| Educational Courses / | Programming and Basics of Algorithmization / | Lists and strings for beginners / |
| 1352. 02 - Deletion of Repeats | 1827. | 1895. 04 - Changes of letters and digits | 1901. 05 - Check of brackets |
| time generating 0.109 sec. |
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