Найдите наименьшее значение функции y= 13cosx -17x+6
Тренировочная работа №2 по математике 11 класс 13.12.2023 Вариант МА2310209 Задание 12 № задачи в базе 3974
Найдите наименьшее значение функции y= на отрезке
Ответ: 19
Ключевые слова:
ЕГЭ по математике 2024 Пробные ЕГЭ 2024 СтатГрад 13-12-2023 Тренировочная работа № 2 11 класс по математике Задания ЕГЭ части 1 Задачи 12 исследование функции Функция Тригонометрия МатАнализ Производная
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
Найдите наименьшее значение функции y= 13cosx -17x+6 ! Тренировочная работа №2 по математике 11 класс 13.12.2023 Вариант МА2310209 Задание 12
![Найдите наименьшее значение функции y= `13cos(x)-17x+6` на отрезке `[-(3pi)/2; 0].` 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)
