ларин егэ по математике 2019 профильный уровень Вариант 252 Задание 13
№ задачи в базе 1294
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 252 тренировочный вариант от Ларина Алгебра Уравнение Иррациональные уравнения Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
ларин егэ по математике 2019 профильный уровень Вариант 252 Задание 13
![а) Решите уравнение `sqrt(2(cos(x))^2-sqrt(2))+sqrt(2)sin(x)=0` б) Укажите корни этого уравнения, принадлежащие отрезку `[-7pi; -(11pi)/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
