Найдите наименьшее значение функции y= 2x 2 -5x +lnx - 3
36 вариантов ЕГЭ 2024 Ященко ФИПИ школе, Вариант 9 Задание 12 № задачи в базе 4146
Найдите наименьшее значение функции y= на отрезке
Ответ: -6
Ключевые слова:
ЕГЭ по математике 2024 Математика 36 вариантов ЕГЭ 2024 ФИПИ школе Ященко Реальныe варианты ЕГЭ по математике Задания ЕГЭ части 1 Задачи 12 исследование функции ЕГЭ по математике 02-06-2022 основная волна профильный уровень Функция Логарифм МатАнализ Производная Экстремум
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Примечание:
Найдите наименьшее значение функции y= 2x 2 -5x +lnx - 3 ! 36 вариантов ЕГЭ 2024 Ященко ФИПИ школе, Вариант 9 Задание 12 # Задача-аналог 2747
![Найдите наименьшее значение функции y=`2x^2-5x+ln(x)-3` на отрезке `[1/6; 7/6].` 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)
