Найдите наименьшее значение функции y=e^(2x)- 6e^x+ 3
Тренировочный вариант 329 от Ларина Задание 12 № задачи в базе 2587
Найдите наименьшее значение функции y= на отрезке [1; 2]
Ответ: -6
Ключевые слова:
Задачи 12 исследование функции Задания ЕГЭ части 2 ЕГЭ по математике 2021 Ларин варианты 329 тренировочный вариант от Ларина Функция МатАнализ Производная Экстремум
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
Найдите наименьшее значение функции y=e^(2x)- 6e^x+ 3 ! Тренировочный вариант 329 от Ларина Задание 12
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)
