Тренировочная работа 20.09.2018 СтатГрад пробный ЕГЭ 11 класс Задание 18 (Вариант МА10110)
№ задачи в базе 1137
Найдите все значения параметра a, при которых уравнение имеет единственное решение на отрезке
Ответ:
Ключевые слова:
Задания ЕГЭ части 2 Задачи 18 с параметрами ЕГЭ 2019 Пробные ЕГЭ 2019 Тренировочная работа 20_09_2018 СтатГрад 11 класс Алгебра Параметры Уравнение
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
Тренировочная работа 20.09.2018 СтатГрад пробный ЕГЭ 11 класс Задание 18 (Вариант МА10110)# Задача-аналог 1141
![Найдите все значения параметра a, при которых уравнение `(x^2+x+a)^2=2x^4+2(x+a)^2` имеет единственное решение на отрезке `[0; 2].` 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)
🔥 Оценки экспертов решений задания 18 ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
