Найдите наибольшее значение функции y=3x-e^(3x) на отрезке [-1; 1]
Тренировочный вариант 304 от Ларина Задание 12 № задачи в базе 2253
Найдите наибольшее значение функции на отрезке [-1; 1]
Ответ: -1
Ключевые слова:
Задачи 12 исследование функции Задания ЕГЭ части 2 ЕГЭ 2020 Ларин варианты 310 тренировочный вариант от Ларина Функция МатАнализ Производная Экстремум
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
Найдите наибольшее значение функции y=3x-e^(3x) на отрезке [-1; 1] ! Тренировочный вариант 304 от Ларина Задание 12
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)
