Найдите наименьшее значение функции y = 6x-6sinx+17 на отрезке
36 вариантов ФИПИ Ященко 2023 Вариант 8 Задание 11 № задачи в базе 3529
Найдите наименьшее значение функции y= на отрезке
Ответ: 17
Ключевые слова:
Задания ЕГЭ части 1 Задачи 12 исследование функции ЕГЭ по математике 2023 Математика 36 вариантов ЕГЭ 2023 ФИПИ школе Ященко Функция МатАнализ Производная
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Примечание:
Найдите наименьшее значение функции y = 6x-6sinx+17 на отрезке ! 36 вариантов ФИПИ Ященко 2023 Вариант 8 Задание 11
Графическое Решение
![Найдите наименьшее значение функции y= `6x-6sin(x)+17` на отрезке `[0; pi/2].` 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)
