Найдите количество точек минимума функции f(x), принадлежащих отрезку [-8; 5]
36 вариантов ФИПИ Ященко 2022 Вариант 11 Задание 6 № задачи в базе 3185
На рисунке изображён график функции y=f'(x) - производной функции f(x), определённой на интервале (-9; 6). Найдите количество точек минимума функции f(x), принадлежащих отрезку [-8; 5]
Ответ: 2
Ключевые слова:
Задания ЕГЭ части 1 Задачи 8 смысл производной ЕГЭ по математике 2023 Математика 36 вариантов ЕГЭ 2023 ФИПИ школе Ященко ЕГЭ по математике 2022 Математика 36 вариантов ЕГЭ 2022 ФИПИ школе Ященко Вариант 11 ( из 36 вариантов заданий ЕГЭ 2022 ФИПИ Ященко) Алгебра Функция МатАнализ Производная
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Найдите количество точек минимума функции f(x), принадлежащих отрезку [-8; 5] ! 36 вариантов ФИПИ Ященко 2022 Вариант 11 Задание 6
![На рисунке изображён график функции y=f'(x) - производной функции f(x), определённой на интервале (-9; 6). Найдите количество точек минимума функции f(x), принадлежащих отрезку [-8; 5] 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)
