Тренировочный вариант 296 от Ларина Задание 12
№ задачи в базе 2024
Найдите наименьшее значение функции y= на отрезке [-6; 2]
Ключевые слова:
Задачи 12 исследование функции Задания ЕГЭ части 2 ЕГЭ 2020 Ларин варианты 296 тренировочный вариант от Ларина Функция МатАнализ Производная Экстремум
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
Тренировочный вариант 296 от Ларина Задание 12
![Найдите наименьшее значение функции y=`2(x-20)sqrt(x+7)+5` на отрезке [-6; 2] 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)
