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Консультация № 190834
04.04.2017, 22:27
0.00 руб.
1
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1
Здравствуйте! У меня возникли сложности с таким вопросом:
Прикрепленные файлы:
Обсуждение
05.04.2017, 03:13
общий
05.04.2017, 03:20
Об авторе:
Понеже не словес красных бог слушает, но дел наших хощет
Понеже не словес красных бог слушает, но дел наших хощет
05.04.2017, 08:50
общий
это ответ
Здравствуйте, svrvsvrv!
Решение задачи сводится с получению на заданном отрезке точки, которая делит его в отношении
При этом длина меньшего из полученных отрезков равна 
длины заданного отрезка. Можно поступить следующим образом:
1) строим отрезок заданной длины
см;
2) проводим через начальную точку отрезка луч, который образует с заданным отрезком угол, не больший прямого;
3) циркулем откладываем на проведённом луче пять равных отрезков;
4) через конец пятого отрезка на луче проводим отрезок к конечной точке отрезка, построенного в пункте 1;
5) через конец первого отрезка на луче проводим к отрезку, построенному в пункте 1, отрезок, параллельный построенному в пункте 4;
6) отмечаем на отрезке, построенном в пункте 1, точку пересечения с отрезком, построенном в пункте 5. Эта точка является искомой, согласно теореме Фалеса.
Более подробное объяснение с иллюстрациями можно прочитать здесь.
Решение задачи сводится с получению на заданном отрезке точки, которая делит его в отношении
При этом длина меньшего из полученных отрезков равна длины заданного отрезка. Можно поступить следующим образом:1) строим отрезок заданной длины
см;2) проводим через начальную точку отрезка луч, который образует с заданным отрезком угол, не больший прямого;
3) циркулем откладываем на проведённом луче пять равных отрезков;
4) через конец пятого отрезка на луче проводим отрезок к конечной точке отрезка, построенного в пункте 1;
5) через конец первого отрезка на луче проводим к отрезку, построенному в пункте 1, отрезок, параллельный построенному в пункте 4;
6) отмечаем на отрезке, построенном в пункте 1, точку пересечения с отрезком, построенном в пункте 5. Эта точка является искомой, согласно теореме Фалеса.
Более подробное объяснение с иллюстрациями можно прочитать здесь.
5
Большое спасибо за консультацию!
Об авторе:
Facta loquuntur.
Facta loquuntur.
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