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Консультация № 190795
27.03.2017, 12:38
0.00 руб.
28.03.2017, 09:50
0
2
2
Здравствуйте уважаемые эксперты! Прошу Вас помочь в решении задачи по математике.
Заранее большое спасибо!
Вычислить площадь фигуры, ограниченной линиями
Сделать чертёж.
Заранее большое спасибо!
Вычислить площадь фигуры, ограниченной линиями
Сделать чертёж.
Обсуждение
27.03.2017, 23:21
общий
это ответ
Здравствуйте, ms.nastasya2512!
Для вычисления площади сместим ось y вниз на -1 и отразим функцию вверх. Тогда функции примут вид:
Преобразуем: Для x<>2
Площадь фигуры заключенной между осью y и получившейся функцией S
Для вычисления площади сместим ось y вниз на -1 и отразим функцию вверх. Тогда функции примут вид:
Преобразуем: Для x<>2
Площадь фигуры заключенной между осью y и получившейся функцией S
Об авторе:
Понеже не словес красных бог слушает, но дел наших хощет
Понеже не словес красных бог слушает, но дел наших хощет
28.03.2017, 09:46
общий
это ответ
Здравствуйте, ms.nastasya2512!
Преобразуем выражение для заданной дробно-линейной функции так:
Из полученного выражения видно, что графиком заданной функции является гипербола
сдвинутая вдоль оси абсцисс на два единичных отрезка вправо и вдоль оси ординат на один единичный отрезок вверх.
Фигура, площадь которой нужно вычислить, представляет собой криволинейную трапецию с вершинами в точках
Нижняя сторона криволинейной трапеции - отрезок левой ветви гиперболы, остальные стороны - прямолинейные отрезки.
Вычислим искомую площадь:
(ед. площади).
Преобразуем выражение для заданной дробно-линейной функции так:
Из полученного выражения видно, что графиком заданной функции является гипербола
сдвинутая вдоль оси абсцисс на два единичных отрезка вправо и вдоль оси ординат на один единичный отрезок вверх.Фигура, площадь которой нужно вычислить, представляет собой криволинейную трапецию с вершинами в точках
Нижняя сторона криволинейной трапеции - отрезок левой ветви гиперболы, остальные стороны - прямолинейные отрезки.Вычислим искомую площадь:
(ед. площади).
Об авторе:
Facta loquuntur.
Facta loquuntur.
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