Найдите наименьшее значение функции y= e^2x -2e^x+4 на отрезке
ЕГРК 11 класс Москва 05-04-2024 Задание 12 № задачи в базе 4216
Найдите наименьшее значение функции y= на отрезке [-1; 2]
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Примечание:
Найдите наименьшее значение функции y= e^2x -2e^x+4 на отрезке ! ЕГРК 11 класс Москва 05-04-2024 Задание 12
![Найдите наименьшее значение функции y= `e^(2x)-2e^x+4` на отрезке [-1; 2] 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