a) Решите уравнение sqrt3/4cosx sinx+sqrt2 = (sin^2x+sqrt2sinx)cos^2 x
Московский пробник 14-12-2023 Задание 13 № задачи в базе 3981
a) Решите уравнение б) Укажите корни этого уравнения, принадлежащие отрезку
Ответ:
Ключевые слова:
ЕГЭ по математике 2024 Пробные ЕГЭ 2024 Московский пробник 14-12-2023 Задания ЕГЭ части 2 Задачи 13 с уравнениями Алгебра Уравнение Тригонометрия
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
a) Решите уравнение sqrt3/4cosx sinx+sqrt2 = (sin^2x+sqrt2sinx)cos^2 x ! Московский пробник 14-12-2023 Задание 13
Графическое Решение
![a) Решите уравнение `sqrt(3)/4cos(x)(sin(x)+sqrt(2))=(sin^2(x)+sqrt(2)sin(x))cos^2(x)` б) Укажите корни этого уравнения, принадлежащие отрезку `[pi/2; 2pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
