Тренировочный вариант 274 от Ларина Задание 13
№ задачи в базе 1615
а) Решите уравнение б) Укажите корни этого уравнения, принадлежащие отрезку
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ 2019 Ларин варианты 274 тренировочный вариант от Ларина Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
Тренировочный вариант 274 от Ларина Задание 13
![а) Решите уравнение `6tg^2 x-2cos^2 x=cos2x.` б) Укажите корни этого уравнения, принадлежащие отрезку`[-(5pi)/2; -pi/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
