а) Решите уравнение 2cos3 x=корень из 3 sin2 x + 2cos x
ЕГЭ 2023 по математике (основная волна) 01-06-2023 Задание 12 № задачи в базе 3777
а) Решите уравнение б) Найдите все корни этого уравнения, принадлежащие отрезку
Ключевые слова:
Реальныe варианты ЕГЭ по математике Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ по математике 2023 ЕГЭ по математике основная волна 01-06-2023 10 класс Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
а) Решите уравнение 2cos3 x=корень из 3 sin2 x + 2cos x ! ЕГЭ 2023 по математике (основная волна) 01-06-2023 Задание 12
![а) Решите уравнение `2cos^3(x)=sqrt(3)sin^2(x)+2cos(x)` б) Найдите все корни этого уравнения, принадлежащие отрезку `[-3pi; -(5pi)/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
