Найдите наибольшее значение функции y= ln(5x)-5x-5 на отрезке [0,1; 0,5]
ФИПИ школе 2025 ЕГЭ Ященко 36 вариантов профильный уровень Вариант 3 Задание 12 № задачи в базе 4539
Найдите наибольшее значение функции y= на отрезке [0,1; 0,5]
Ответ: -6
Ключевые слова:
ЕГЭ по математике 2025 Задания ЕГЭ части 1 Задачи 12 исследование функции Функция Логарифм МатАнализ Производная
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Примечание:
Найдите наибольшее значение функции y= ln(5x)-5x-5 на отрезке [0,1; 0,5] ! ФИПИ школе 2025 ЕГЭ Ященко 36 вариантов профильный уровень Вариант 3 Задание 12
![Найдите наибольшее значение функции y= `ln(5x)-5x-5` на отрезке [0,1; 0,5] 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)
