Тренировочный вариант 358 от Ларина Задание 12 (13) ЕГЭ
№ задачи в базе 2936
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 358 тренировочный вариант от Ларина Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
Тренировочный вариант 358 от Ларина Задание 12 (13) ЕГЭ
![а) Решите уравнение `cos(x/2)sin(3/2x)`= `4sin^2(pi+x)cos^2(pi-x)-sin(x/2)cos(3/2x)` б) Найдите все корни уравнения, принадлежащие отрезку `[pi; 3pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
