Решите уравнение 9^cos(x)+9^-cos(x)=10/3
ЕГЭ 2019 резервный день профильный уровень Задание 13 № задачи в базе 1676
а) Решите уравнение б) Укажите корни этого уравнения, принадлежащие отрезку
Ответ:
Ключевые слова:
Реальныe варианты ЕГЭ по математике Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ 2019 ЕГЭ по математике 24-06-2019 резервный день Алгебра Уравнение Показательные уравнения Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
Решите уравнение 9^cos(x)+9^-cos(x)=10/3 ! ЕГЭ 2019 резервный день профильный уровень Задание 13
![а) Решите уравнение `9^cos(x)+9^-cos(x)=10/3` б) Укажите корни этого уравнения, принадлежащие отрезку `[2pi; (7pi)/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
