Тренировочный вариант 361 от Ларина Задание 12 (13) ЕГЭ
№ задачи в базе 2970
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 361 тренировочный вариант от Ларина Алгебра Уравнение Показательные уравнения Тригонометрия
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
Тренировочный вариант 361 от Ларина Задание 12 (13) ЕГЭ
![а) Решите уравнение `(4/9)^cos(x)+2*(2/3)^cos(x)-3=0` б) Найдите все корни уравнения, принадлежащие отрезку `[pi; 4pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
