реальный ЕГЭ 2017 (вариант 18.4)
№ задачи в базе 468
Найдите все значения параметра a, при каждом из которых уравнение имеет ровно один корень на отрезке
Ответ:
Ключевые слова:
Реальныe варианты ЕГЭ по математике Задания ЕГЭ части 2 Задачи 18 с параметрами ЕГЭ 2017 Реальный ЕГЭ 2017 Алгебра Логарифм Параметры Уравнение Иррациональные уравнения
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
реальный ЕГЭ 2017 (вариант 18.4)
Графическое Решение
![Найдите все значения параметра a, при каждом из которых уравнение ` sqrt(5x-3)*ln(x^2-6x+10-a^2)=0 ` имеет ровно один корень на отрезке `[0;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
