а) Решите уравнение 125 625 sin x - 30 25 sin x + 1 = 0
36 вариантов ЕГЭ 2021 ФИПИ школе Ященко Вариант 32 Задание 13 № задачи в базе 2835
а) Решите уравнение б) Найдите все корни этого уравнения, принадлежащие отрезку
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ по математике 2021 Математика 36 вариантов ЕГЭ 2021 ФИПИ школе Ященко Алгебра Уравнение Показательные уравнения Тригонометрия Задачники Пособия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
а) Решите уравнение 125 625 sin x - 30 25 sin x + 1 = 0 ! 36 вариантов ЕГЭ 2021 ФИПИ школе Ященко Вариант 32 Задание 13
![а) Решите уравнение `125*625^sin(x)-30*25^sin(x)+1=0` б) Найдите все корни этого уравнения, принадлежащие отрезку `[(7pi)/2; 5pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
