Тренировочный вариант 363 от Ларина Задание 12 (13) ЕГЭ
№ задачи в базе 3011
а) Решите уравнение б) Найдите все корни уравнения, принадлежащие отрезку
Ответ:
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ по математике 2022 Ларин варианты 363 тренировочный вариант от Ларина Алгебра Уравнение Тригонометрия
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Тренировочный вариант 363 от Ларина Задание 12 (13) ЕГЭ
Графическое Решение
![а) Решите уравнение `(cos(x)-sin(x))^2+sqrt(2)sin((3pi)/4-2x)+.``sqrt(3)cos(x)=0.` б) Найдите все корни уравнения, принадлежащие отрезку `[-(4pi)/3; -(2pi)/3].` 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🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
