СтатГрад Тренировочная диагностическая работа 18.04.2018 Задание 13 (ма10510)
Пробный ЕГЭ по математике вариант МА10510 Задача 13 № задачи в базе 1073
а) Решите уравнение б) Найдите все корни этого уравнения, принадлежащие промежутку
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ 2018 Пробные ЕГЭ 2018 Тренировочная работа 18_04_2018 СтатГрад 11 класс Алгебра Уравнение Показательные уравнения Тригонометрия
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
СтатГрад Тренировочная диагностическая работа 18.04.2018 Задание 13 (ма10510)! Пробный ЕГЭ по математике вариант МА10510 Задача 13 #Аналог 1070
![а) Решите уравнение `3^((sin(x))^2)+3^((cos(x))^2)=4` б) Найдите все корни этого уравнения, принадлежащие промежутку `[-2pi; -pi/2].` 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
