Найдите количество точек минимума функции f(x), принадлежащих отрезку
СтатГрад Тренировочная работа № 5 по математике 11 класс 24-04-2024 Вариант МА2310511 Задание 8 № задачи в базе 4247
На рисунке изображён график y=f'(x) - производной функции f(x), определённой на интервале (−4; 18). Найдите количество точек минимума функции f(x), принадлежащих отрезку [-3; 14]
Ответ: 3
Ключевые слова:
ЕГЭ по математике 2024 Пробные ЕГЭ 2024 СтатГрад Тренировочная работа № 5 по математике 11 класс 24-04-2024 Задания ЕГЭ части 1 Задачи 8 смысл производной Алгебра Функция МатАнализ Производная
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Найдите количество точек минимума функции f(x), принадлежащих отрезку ! СтатГрад Тренировочная работа № 5 по математике 11 класс 24-04-2024 Вариант МА2310511 Задание 8
![На рисунке изображён график y=f'(x) - производной функции f(x), определённой на интервале (−4; 18). Найдите количество точек минимума функции f(x), принадлежащих отрезку [-3; 14] 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)
