Решите уравнение 4^sin2x - 2^2sqrt3sinx /sqrt(7sinx)=0
Досрочный ЕГЭ резервный день 18-04-2024 профильный уровень Задание 13 № задачи в базе 4225
а) Решите уравнение . б) Укажите корни этого уравнения, принадлежащие отрезку
Ответ:
Ключевые слова:
ЕГЭ по математике 2024 Досрочный ЕГЭ по математике резервный день 18-04-2024 Реальныe варианты ЕГЭ по математике Задания ЕГЭ части 2 Задачи 13 с уравнениями Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
Решите уравнение 4^sin2x - 2^2sqrt3sinx /sqrt(7sinx)=0 ! Досрочный ЕГЭ резервный день 18-04-2024 профильный уровень Задание 13
![а) Решите уравнение `(4^sin(2x)-2^(2sqrt(3)sin(x)))/sqrt(7sin(x))=0`. б) Укажите корни этого уравнения, принадлежащие отрезку `[-(13pi)/2; -5pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
