ларин егэ по математике 2019 профильный уровень Вариант 268 Задание 13
№ задачи в базе 1539
а) Решите уравнение б) Укажите корни этого уравнения, принадлежащие отрезку
Ответ: a) , где ; б)
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ 2019 Ларин варианты 268 тренировочный вариант от Ларина Алгебра Логарифм Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
ларин егэ по математике 2019 профильный уровень Вариант 268 Задание 13
![а) Решите уравнение `log_{sin(-x)}(sin(x/2)+sin(3/2x))=1` б) Укажите корни этого уравнения, принадлежащие отрезку`[-2pi; 2pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
