а) Решите уравнение 4cos4 x - 4cos2 x +1 =0
математика 50 вариантов ЕГЭ 2022 профильный уровень Ященко Вариант 7 Задание 12 № задачи в базе 3092
а) Решите уравнение б) Укажите корни этого уравнения, принадлежащие отрезку
Ответ:
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ по математике 2022 Математика 50 вариантов заданий ЕГЭ 2022 Ященко 7 Вариант ( из 50 вариантов заданий ЕГЭ 2022 Ященко) Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
а) Решите уравнение 4cos4 x - 4cos2 x +1 =0 ! математика 50 вариантов ЕГЭ 2022 профильный уровень Ященко Вариант 7 Задание 12
![а) Решите уравнение `4cos^4(x)-4cos^2(x)+1=0` б) Укажите корни этого уравнения, принадлежащие отрезку `[(3pi)/2; (5pi)/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
