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Консультация № 191129
11.06.2017, 14:27
0.00 руб.
0
2
1
Здравствуйте! Прошу помощи в следующем вопросе:
Используя метод Эйлера, составить таблиц десяти приближенных значений интеграла дифференциального равнения y`=f(x,y), удовлетворяющего начальным условиям y(x0)=y0; шаг h=0,1; результаты вычислений в таблицу записать с точностью 0,0001.
y`=cos(x+y)+0,75(x-y), y(0)=0
Используя метод Эйлера, составить таблиц десяти приближенных значений интеграла дифференциального равнения y`=f(x,y), удовлетворяющего начальным условиям y(x0)=y0; шаг h=0,1; результаты вычислений в таблицу записать с точностью 0,0001.
y`=cos(x+y)+0,75(x-y), y(0)=0
Обсуждение
14.06.2017, 18:03
общий
это ответ
Здравствуйте, Лейси!
Значениями аргумента являются
Согласно условию, при этом 
Из заданного уравнения 
вычислим значение производной 
в точке 
Далее вычисляем
Результаты сводим в таблицу. Чтобы не выполнять расчёты вручную, используем табличный процессор MS Excel. Файл с расчётом можно загрузить отсюда. Результат следующий:
Значениями аргумента являются
Согласно условию, при этом Из заданного уравнения вычислим значение производной в точке Далее вычисляем
Результаты сводим в таблицу. Чтобы не выполнять расчёты вручную, используем табличный процессор MS Excel. Файл с расчётом можно загрузить отсюда. Результат следующий:
5
Об авторе:
Facta loquuntur.
Facta loquuntur.
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