ларин егэ по математике 2019 профильный уровень Вариант 263 Задание 13
№ задачи в базе 1451
а) Решите уравнение б) Укажите корни этого уравнения, принадлежащие отрезку
Ответ: a) , где ; , где б) ; ;
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ 2019 Ларин варианты 263 тренировочный вариант от Ларина Алгебра Уравнение Показательные уравнения Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
ларин егэ по математике 2019 профильный уровень Вариант 263 Задание 13
![а) Решите уравнение `4^(cos^2(x+pi/4))=2*2^(cos(x))` б) Укажите корни этого уравнения, принадлежащие отрезку`[4pi; (11pi)/2].` 0](data:image/jpeg;base64,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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
