а) Решите уравнение (sinx+cosx)sqrt2=tgx+ctgx
ларин егэ по математике 2019 профильный уровень Вариант 249 Задание 13 № задачи в базе 1239
а) Решите уравнение б) Укажите корни этого уравнения, принадлежащие отрезку
Ответ: ;
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ 2019 Ларин варианты 249 тренировочный вариант от Ларина Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
а) Решите уравнение (sinx+cosx)sqrt2=tgx+ctgx ! ларин егэ по математике 2019 профильный уровень Вариант 249 Задание 13
![а) Решите уравнение `(sin(x)+cos(x))*sqrt(2)=tg(x)+ctg(x).` б) Укажите корни этого уравнения, принадлежащие отрезку `[-pi; pi/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
