a) Решите уравнение 3cos2x-5sqrt2cosx +5 / 9sin^2 x -7 = 0
СтатГрад Тренировочная работа № 3 по математике 11 класс 14-02-2024 Задание 13 № задачи в базе 4082
a) Решите уравнение б) Найдите все корни этого уравнения, принадлежащие отрезку
Ответ:
Ключевые слова:
ЕГЭ по математике 2024 Пробные ЕГЭ 2024 СтатГрад Тренировочная работа № 3 по математике 11 класс 14-02-2024 Задания ЕГЭ части 2 Задачи 13 с уравнениями Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
a) Решите уравнение 3cos2x-5sqrt2cosx +5 / 9sin^2 x -7 = 0 ! СтатГрад Тренировочная работа № 3 по математике 11 класс 14-02-2024 Задание 13
![a) Решите уравнение `(3cos(2x)-5sqrt(2)cos(x)+5)/(9sin^2(x)-7)=0` б) Найдите все корни этого уравнения, принадлежащие отрезку `[4pi; (11pi)/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
