Решите уравнение 3cos^2(x/2+pi/4) cos^2(x/2-pi/4) = cos^4 x
ФИПИ школе 2025 ЕГЭ Ященко 36 вариантов профильный уровень Вариант 4 Задание 13 № задачи в базе 4552
а) Решите уравнение . б) Найдите все корни этого уравнения, принадлежащие отрезку
Ответ:
Ключевые слова:
ЕГЭ по математике 2025 Математика 36 вариантов ЕГЭ 2025 ФИПИ школе Ященко профильный уровень Задания ЕГЭ части 2 Задачи 13 с уравнениями Алгебра Уравнение Тригонометрия
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Примечание:
Решите уравнение 3cos^2(x/2+pi/4) cos^2(x/2-pi/4) = cos^4 x ! ФИПИ школе 2025 ЕГЭ Ященко 36 вариантов профильный уровень Вариант 4 Задание 13
![а) Решите уравнение `3cos^2(x/2+pi/4)*cos^2(x/2-pi/4)=cos^4(x)`. б) Найдите все корни этого уравнения, принадлежащие отрезку `[3pi; 4pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
