математика 50 вариантов ЕГЭ 2020 профильный уровень Ященко Вариант 38 Задание 12
Тренировочная работа 36 ЕГЭ 36 вариантов Ященко 2019 Задание 12 № задачи в базе 1272
Найдите наименьшее значение функции y= на отрезке
Ответ: -8.25
Ключевые слова:
Задачи 12 исследование функции Задания ЕГЭ части 2 ЕГЭ 2020 Математика 50 вариантов заданий 2020 Ященко профильный уровень ЕГЭ ЕГЭ 2019 ященко егэ 2019 математика профиль 36 вариантов Тренировочная работа 36 (36 вар 2019) Функция МатАнализ Производная Экстремум Задачники Пособия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
математика 50 вариантов ЕГЭ 2020 профильный уровень Ященко Вариант 38 Задание 12 ! Тренировочная работа 36 ЕГЭ 36 вариантов Ященко 2019 Задание 12 # Пробник ЕГЭ по математике 04.04.2018 Задание 12 # Повтор 1041
![Найдите наименьшее значение функции y=`e^(2x)-5e^x-2` на отрезке `[-2; 1].` 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)
