Тренировочная работа №4 11 класс 13.03.2019 Вариант МА10409 Задание 13
№ задачи в базе 1506
а) Решите уравнение б) Определите, какие из его корней принадлежат отрезку
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ 2019 Пробные ЕГЭ 2019 СтатГрад 13-03-2019 Тренировочная работа № 4 11 класс Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
Тренировочная работа №4 11 класс 13.03.2019 Вариант МА10409 Задание 13
![а) Решите уравнение `sin(2x+pi/6)=cos(x)+cos(x+pi/6)*sin(x)` б) Определите, какие из его корней принадлежат отрезку `[-5pi; -(7pi)/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
