а) Решите уравнение 2sin^2(x) +3sqrt3 sin(pi/2+x)+4 =0
ЕГЭ по математике 31.05.2024 профильный уровень Задание 13 № задачи в базе 4322
а) Решите уравнение б) Укажите все корни этого уравнения, принадлежащие отрезку
Ответ:
Ключевые слова:
ЕГЭ по математике 2024 ЕГЭ по математике основная волна 31-05-2024 Реальныe варианты ЕГЭ по математике Задания ЕГЭ части 2 Задачи 13 с уравнениями Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
а) Решите уравнение 2sin^2(x) +3sqrt3 sin(pi/2+x)+4 =0 ! ЕГЭ по математике 31.05.2024 профильный уровень Задание 13
![а) Решите уравнение `2sin^2(x)+3sqrt(3)sin(pi/2+x)+4=0` б) Укажите все корни этого уравнения, принадлежащие отрезку `[-4pi; -(5pi)/2].` 0](data:image/jpeg;base64,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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
