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Консультация № 193395
16.06.2018, 10:45
0.00 руб.
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3
1
Здравствуйте! У меня возникли сложности с таким вопросом:Решить неравенство
квадратный корень(5x^2+61x)<4x+2. Заранее благодарен.
квадратный корень(5x^2+61x)<4x+2. Заранее благодарен.
Обсуждение
16.06.2018, 21:17
общий
это ответ
Здравствуйте, Алексей Валентинович!
Задание, конечно, не самое простое, но, я думаю, Вы могли выполнить его самостоятельно, если бы внимательно разобрали ответ на свой предыдущий вопрос.
Я вкратце изложу, как сам решал бы настоящее задание.
Область допустимых значений функции
-- объединение промежутков 
и 
Область допустимых значений функции 
-- вся числовая прямая.
При
функция 
неотрицательна, а функция 
отрицательна. Поэтому на указанном промежутке заданное неравенство не имеет решений.
Чтобы вычислить решения заданного неравенства при
возведём обе его части в квадрат и получим, что 
при 
или 
Значит, неравенство имеет решения при 
или
Задание, конечно, не самое простое, но, я думаю, Вы могли выполнить его самостоятельно, если бы внимательно разобрали ответ на свой предыдущий вопрос.
Я вкратце изложу, как сам решал бы настоящее задание.
Область допустимых значений функции
-- объединение промежутков и Область допустимых значений функции -- вся числовая прямая.При
функция неотрицательна, а функция отрицательна. Поэтому на указанном промежутке заданное неравенство не имеет решений.Чтобы вычислить решения заданного неравенства при
возведём обе его части в квадрат и получим, что при или Значит, неравенство имеет решения при или
5
Об авторе:
Facta loquuntur.
Facta loquuntur.
Форма ответа
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