a) Решите уравнение tg2x -3 корень 18cosx = 0
Статград Тренировочная работа №1 28.09.2021 Вариант МА2110109 Задание 12 (13) № задачи в базе 2977
a) Решите уравнение
б) Укажите корни этого уравнения, принадлежащие отрезку
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ по математике 2022 Пробные ЕГЭ 2022 Тренировочная работа №1 по математике 11 класс Статград 28-09-2021 Алгебра Уравнение Иррациональные уравнения Тригонометрия
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
a) Решите уравнение tg2x -3 корень 18cosx = 0 ! Статград Тренировочная работа №1 28.09.2021 Вариант МА2110109 Задание 12 (13)
![a) Решите уравнение `(tan^2(x)-3)sqrt(18cos(x))=0`
б) Укажите корни этого уравнения, принадлежащие отрезку `[4pi; (11pi)/2].`
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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
