а) Решите уравнение cos3x /(2sinx + sqrt2 = sinx /2sinx +sqrt2
Тренировочный вариант 399 от Ларина Задание 12 № задачи в базе 3471
а) Решите уравнение б) Найдите все корни уравнения, принадлежащие отрезку
Ответ:
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ по математике 2023 Ларин варианты 399 тренировочный вариант от Ларина Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
а) Решите уравнение cos3x /(2sinx + sqrt2 = sinx /2sinx +sqrt2 ! Тренировочный вариант 399 от Ларина Задание 12
![а) Решите уравнение `cos(3x)/(2sin(x)+sqrt(2))=sin(x)/(2sin(x)+sqrt(2))` б) Найдите все корни уравнения, принадлежащие отрезку `[0; pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
