Найдите наибольшее значение функции y=12sinx - 6sqrt3x +sqrt3pi +6
Тренировочный вариант 365 от Ларина Задание 11 (12) ЕГЭ № задачи в базе 3033
Найдите наибольшее значение функции y= на отрезке
Ответ: 12
Ключевые слова:
Задания ЕГЭ части 1 Задачи 12 исследование функции ЕГЭ по математике 2022 Ларин варианты 365 тренировочный вариант от Ларина Функция Тригонометрия МатАнализ Производная Экстремум
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Найдите наибольшее значение функции y=12sinx - 6sqrt3x +sqrt3pi +6 ! Тренировочный вариант 365 от Ларина Задание 11 (12) ЕГЭ
Графическое Решение
![Найдите наибольшее значение функции y=`12sin(x)-6sqrt(3)x+sqrt(3)pi+6` на отрезке `[0; pi/2].` 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)
