Найдите количество точек минимума функции f(x), принадлежащих отрезку
математика 50 вариантов ЕГЭ 2022 профильный уровень Ященко Вариант 9 Задание 6 № задачи в базе 3124
На рисунке изображен график y=f'(x) - производной функции f(x), определённой на интервале (-5; 12). Найдите количество точек минимума функции f(x), принадлежащих отрезку [-4; 11]
Ответ: 2
Ключевые слова:
Задания ЕГЭ части 1 Задачи 8 смысл производной ЕГЭ по математике 2022 Математика 50 вариантов заданий ЕГЭ 2022 Ященко 9 Вариант ( из 50 вариантов заданий ЕГЭ 2022 Ященко) Алгебра Функция МатАнализ Производная
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Найдите количество точек минимума функции f(x), принадлежащих отрезку ! математика 50 вариантов ЕГЭ 2022 профильный уровень Ященко Вариант 9 Задание 6
![На рисунке изображен график y=f'(x) - производной функции f(x), определённой на интервале (-5; 12). Найдите количество точек минимума функции f(x), принадлежащих отрезку [-4; 11] 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