а) Решите уравнение корень из sinx - cosx * (cosx +cos2x) =0
Тренировочный вариант 366 от Ларина Задание 12 (13) ЕГЭ № задачи в базе 3044
а) Решите уравнение б) Найдите все корни уравнения, принадлежащие отрезку
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ по математике 2022 Ларин варианты 366 тренировочный вариант от Ларина Алгебра Уравнение Иррациональные уравнения Тригонометрия
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
а) Решите уравнение корень из sinx - cosx * (cosx +cos2x) =0 ! Тренировочный вариант 366 от Ларина Задание 12 (13) ЕГЭ
![а) Решите уравнение `sqrt(sin(x)-cos(x))*(cos(x)+cos(2x))=0` б) Найдите все корни уравнения, принадлежащие отрезку `[-pi/2; pi/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
