Найдите наименьшее значение функции y= 9x-9ln(x+11)+7 на отрезке [-10,5; 0]
Демонстрационный вариант ЕГЭ 2024 профиль Задание 12 № задачи в базе 3872
Найдите наименьшее значение функции y= на отрезке [-10,5; 0]
Ответ: -83
Ключевые слова:
ЕГЭ по математике 2024 Демонстрационный вариант ЕГЭ 2024 ФИПИ по математике Задания ЕГЭ части 1 Задачи 12 исследование функции Функция Логарифм МатАнализ Производная
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Найдите наименьшее значение функции y= 9x-9ln(x+11)+7 на отрезке [-10,5; 0] ! Демонстрационный вариант ЕГЭ 2024 профиль Задание 12
Графическое Решение
![Найдите наименьшее значение функции y= `9x-9ln(x+11)+7` на отрезке [-10,5; 0] 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)
