Найдите наименьшее значение функции y= 2x -ln(x+4)^2 на отрезке [-3,5; 0]
50 вариантов заданий 2024 Ященко, Вариант 1 Задание 12 № задачи в базе 3912
Найдите наименьшее значение функции y= на отрезке [-3,5; 0]
Ключевые слова:
ЕГЭ по математике 2024 Математика 50 вариантов заданий ЕГЭ 2024 Ященко Задания ЕГЭ части 1 Задачи 12 исследование функции Функция Логарифм МатАнализ Производная
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
Найдите наименьшее значение функции y= 2x -ln(x+4)^2 на отрезке [-3,5; 0] ! 50 вариантов заданий 2024 Ященко, Вариант 1 Задание 12
![Найдите наименьшее значение функции y= `2x-ln((x+4)^2)` на отрезке [-3,5; 0] 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)
