Найдите наибольшее значение функции y= 5cos x - 9x + 27
36 вариантов ЕГЭ 2021 ФИПИ школе Ященко Вариант 34 Задание 12 № задачи в базе 2843
Найдите наибольшее значение функции y= на отрезке
Ответ: 32
Ключевые слова:
Задачи 12 исследование функции Задания ЕГЭ части 2 ЕГЭ по математике 2021 Математика 36 вариантов ЕГЭ 2021 ФИПИ школе Ященко Алгебра Функция Тригонометрия МатАнализ Производная Задачники Пособия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
Найдите наибольшее значение функции y= 5cos x - 9x + 27 ! 36 вариантов ЕГЭ 2021 ФИПИ школе Ященко Вариант 34 Задание 12
![Найдите наибольшее значение функции y=`5cos(x)-9x+27` на отрезке `[0; (3pi)/2].` 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