а) Решите уравнение 2cos x sin 2x =2sinx +cos2x
36 вариантов ФИПИ Ященко 2023 Вариант 9 Задание 12 № задачи в базе 3536
а) Решите уравнение б) Найдите все корни этого уравнения, принадлежащие отрезку
Ответ: ;
Ключевые слова:
Математика 36 вариантов ЕГЭ 2024 ФИПИ школе Ященко Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ по математике 2023 Математика 36 вариантов ЕГЭ 2023 ФИПИ школе Ященко Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
а) Решите уравнение 2cos x sin 2x =2sinx +cos2x ! 36 вариантов ФИПИ Ященко 2023 Вариант 9 Задание 12
![а) Решите уравнение `2cos(x)*sin(2x)=2sin(x)+cos(2x)` б) Найдите все корни этого уравнения, принадлежащие отрезку `[3pi; (9pi)/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
