Тренировочный вариант 291 от Ларина Задание 12
№ задачи в базе 1935
Найдите наименьшее значение функции y= на отрезке [-5; 6]
Ответ: 1
Ключевые слова:
Задачи 12 исследование функции Задания ЕГЭ части 2 ЕГЭ 2020 Ларин варианты 291 тренировочный вариант от Ларина Функция МатАнализ Производная Экстремум
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Тренировочный вариант 291 от Ларина Задание 12
Графическое Решение
![Найдите наименьшее значение функции y=`sqrt(x^3-27x+55)` на отрезке [-5; 6] 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