ларин егэ по математике 2019 профильный уровень Вариант 262 Задание 13
№ задачи в базе 1441
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 262 тренировочный вариант от Ларина Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
ларин егэ по математике 2019 профильный уровень Вариант 262 Задание 13
![а) Решите уравнение `sqrt(21)*cos(x)*ctg(x)-sqrt(7)*cos(x)-sqrt(7)ctg(x)=0` б) Укажите корни этого уравнения, принадлежащие отрезку`[-pi; pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
