Тренировочный вариант 284 от Ларина Задание 12
№ задачи в базе 1860
Найдите наименьшее значение функции на отрезке [-4; 1]
Ключевые слова:
Задачи 12 исследование функции Задания ЕГЭ части 2 ЕГЭ 2020 Ларин варианты 284 тренировочный вариант от Ларина Функция МатАнализ Производная Экстремум
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
Тренировочный вариант 284 от Ларина Задание 12
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)
