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Консультация № 136934
15.05.2008, 13:57
0.00 руб.
0
1
1
№1.
Дано: треугольник BCE; угол C=60 градусов; CE:BC=3:1; CK- биссектриса; R=8*(корень из 3). Найти: KE-?
№2.
Дано: В равнобедренном треугольнике длина основания=12см, а его периметр=32 см. Найти: r-?
№3.
Дано: В прямоугольном треугольнике точка касания вписанной окружности делит гипотенузу на отрезки 5см и 12см. Найти катеты треугольника.
Приложение:
Пожалуйста, решите все три задачи. Заранее благодарен.
Дано: треугольник BCE; угол C=60 градусов; CE:BC=3:1; CK- биссектриса; R=8*(корень из 3). Найти: KE-?
№2.
Дано: В равнобедренном треугольнике длина основания=12см, а его периметр=32 см. Найти: r-?
№3.
Дано: В прямоугольном треугольнике точка касания вписанной окружности делит гипотенузу на отрезки 5см и 12см. Найти катеты треугольника.
Приложение:
Пожалуйста, решите все три задачи. Заранее благодарен.
Обсуждение
Неизвестный
15.05.2008, 14:20
общий
это ответ
Здравствуйте, Зубаеров Альберт Фанисович!
Вторая задача:
Находим остальные две стороны треугольника. Они равны по 10 см. Радиус вписанной окружности равен: r=sqr(((p-a)*(p-b)*(p-c))/p), где р - полупериметр. Соответстввенно, радиус равен: r=sqr(((16-12)*(16-10)*(16-10))/16)=3
Вторая задача:
Находим остальные две стороны треугольника. Они равны по 10 см. Радиус вписанной окружности равен: r=sqr(((p-a)*(p-b)*(p-c))/p), где р - полупериметр. Соответстввенно, радиус равен: r=sqr(((16-12)*(16-10)*(16-10))/16)=3
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