Найдите все значения параметра a из [-6; 6] , при которых неравенство выполняется при любых x>=0
ларин егэ по математике 2020 профильный уровень Вариант 307 Задание 18 № задачи в базе 2216
Найдите все значения параметра a из [-6; 6] , при которых неравенство выполняется при любых
Ответ:
Ключевые слова:
Задания ЕГЭ части 2 Задачи 18 с параметрами ЕГЭ 2020 Ларин варианты 307 тренировочный вариант от Ларина Алгебра Параметры Неравенство
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Найдите все значения параметра a из [-6; 6] , при которых неравенство выполняется при любых x>=0 ! ларин егэ по математике 2020 профильный уровень Вариант 307 Задание 18
Графическое Решение
![Найдите все значения параметра a из [-6; 6] , при которых неравенство `(a+3)*((x+1)*(a+2)+3x) > 0` выполняется при любых `x>=0.` 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)
🔥 Оценки экспертов решений задания 18 ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
