а) Решите уравнение cos 2x - корень из 2 cos(pi/2+x) +1= 0
36 вариантов ФИПИ Ященко 2022 Вариант 21 Задание 12 № задачи в базе 3261
а) Решите уравнение б) Укажите корни этого уравнения, принадлежащие отрезку
Ответ: ;
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ по математике 2023 Математика 36 вариантов ЕГЭ 2023 ФИПИ школе Ященко ЕГЭ по математике 2022 Математика 36 вариантов ЕГЭ 2022 ФИПИ школе Ященко Вариант 21 ( из 36 вариантов заданий ЕГЭ 2022 ФИПИ Ященко) Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
а) Решите уравнение cos 2x - корень из 2 cos(pi/2+x) +1= 0 ! 36 вариантов ФИПИ Ященко 2022 Вариант 21 Задание 12
![а) Решите уравнение `cos(2x)-sqrt(2)cos(pi/2+x)+1=0` б) Укажите корни этого уравнения, принадлежащие отрезку `[-5pi; -(7pi)/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
