36 вариантов ФИПИ Ященко 2019 ВАРИАНТ 6 Задание 13
№ задачи в базе 1331
а) Решите уравнение б) Укажите корни этого уравнения, принадлежащие отрезку
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ 2019 36 вариантов ФИПИ егэ 2019 математика ященко Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
36 вариантов ФИПИ Ященко 2019 ВАРИАНТ 6 Задание 13
![а) Решите уравнение `sqrt(2)*sin^2(x)+2sin(2/3pi-x)=sqrt(3)*cos(x)` б) Укажите корни этого уравнения, принадлежащие отрезку `[-9/2pi ; -3pi].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
