Самара 2011 вариант 1 С2
№ задачи в базе 498
В правильной треугольной призме все рёбра равны a. O и O' - центры оснований, M - середина отрезка [OO']. Найти угол между плоскостями (AMB) и (ABС)
Ответ:
Ключевые слова:
Задания ЕГЭ части 2 Задачи 14 на стереометрию Геометрия Стереометрия Угол между плоскостями Призма Самара 2011 Учебное пособие Тренировочные материалы для подготовки к ЕГЭ
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Самара 2011 вариант 1 С2
![В правильной треугольной призме все рёбра равны a. O и O' - центры оснований, M - середина отрезка [OO']. Найти угол между плоскостями (AMB) и (ABС) 0](data:image/jpeg;base64,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)
🔥 Оценки экспертов решений задания 14 на стереометрию ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
