а) Решите уравнение2sin^3 x -sqrt3cos^2 x= 2sinx
Тренировочная работа №1 по математике 11 класс Статград 02-10-2024 Вариант МА2410109 Задание 13 № задачи в базе 4469
а) Решите уравнение б) Укажите все корни этого уравнения, принадлежащие отрезку
Ключевые слова:
ЕГЭ по математике 2025 СтатГрад Тренировочная работа № 1 по математике 11 класс 02-10-2024 Задания ЕГЭ части 2 Задачи 13 с уравнениями Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
а) Решите уравнение2sin^3 x -sqrt3cos^2 x= 2sinx! Тренировочная работа №1 по математике 11 класс Статград 02-10-2024 Вариант МА2410109 Задание 13
![а) Решите уравнение `2sin^3(x)-sqrt(3)cos^2(x)=2sin(x)` б) Укажите все корни этого уравнения, принадлежащие отрезку `[-4pi; -(5pi)/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
