а) Решите уравнение 2sinx sin2x = 2cosx +cos2x
36 вариантов ЕГЭ 2024 Ященко ФИПИ школе, Вариант 20 Задание 13 № задачи в базе 4281
а) Решите уравнение . б) Найдите все корни этого уравнения, принадлежащие отрезку
Ключевые слова:
ЕГЭ по математике 2024 Математика 36 вариантов ЕГЭ 2024 ФИПИ школе Ященко Задания ЕГЭ части 2 Задачи 13 с уравнениями Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
а) Решите уравнение 2sinx sin2x = 2cosx +cos2x ! 36 вариантов ЕГЭ 2024 Ященко ФИПИ школе, Вариант 20 Задание 13 # Два способа решения
![а) Решите уравнение `2sin(x)sin(2x)=2cos(x)+cos(2x)`. б) Найдите все корни этого уравнения, принадлежащие отрезку `[-(5pi)/2; -pi].` 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![а) Решите уравнение `2sin(x)sin(2x)=2cos(x)+cos(2x)`. б) Найдите все корни этого уравнения, принадлежащие отрезку `[-(5pi)/2; -pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
