Ященко ЕГЭ 2017 30 вариантов вариант 14 задача 18
№ задачи в базе 826
Найдите все значения параметра а, при каждом из которых множество значений функции содержит отрезок [2; 3]
Ответ: -1
Ключевые слова:
Задания ЕГЭ части 2 Задачи 18 с параметрами ЕГЭ 2017 Ященко ЕГЭ 2017 30 вариантов Алгебра Функция Параметры Уравнение МатАнализ Производная Задачники Пособия
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Ященко ЕГЭ 2017 30 вариантов вариант 14 задача 18
Графическое Решение
![Найдите все значения параметра а, при каждом из которых множество значений функции `y=(sqrt(a+1)-2cos(3x)+1)/((sin(3x))^2+a+2sqrt(a+1)+2)` содержит отрезок [2; 3] 0](data:image/jpeg;base64,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🔥 Оценки экспертов решений задания 18 ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
