Найдите наименьшее значение функции y = 8 tgx - 8x -2pi +13
ФИПИ Открытый вариант КИМ ЕГЭ по математике 2021 Задание 12 № задачи в базе 2796
Найдите наименьшее значение функции на отрезке
Ответ: 5
Ключевые слова:
Задачи 12 исследование функции Задания ЕГЭ части 2 ЕГЭ по математике 2021 открытый вариант ким егэ по математике 2021 ФИПИ Пробные ЕГЭ 2021 Функция Тригонометрия МатАнализ Производная Экстремум
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Примечание:
Найдите наименьшее значение функции y = 8 tgx - 8x -2pi +13 ! ФИПИ Открытый вариант КИМ ЕГЭ по математике 2021 Задание 12
![Найдите наименьшее значение функции `y=8tg(x)-8x-2pi+13.` на отрезке `[-pi/4; pi/4].` 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)
