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Решение уравнений методами Простой итерации и методом Зейделя программным способом. 3лаба. Отчет По дисциплине Вычислительная математика Лабораторная работа 3
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) Неизвестные
| Решение на ПК
| Ручной счет
| E=0.1
| E=0.01
| E=0.0001
| X1
| 0.30
| 0.3008
| 0.299144
| 0.295
| X2
| 0.43
| 0.4259
| 0.427352
| 0.435
| X3
| -0.094
| -0.0943
| -0.094017
| 0.0945
| К
| 3
| 3
| 6
| 2
| Сравнение метода Простой итерации и Зейделя
| E=0.1
| E=0.01
| E=0.0001
| Простой итерации
| 4
| 7
| 13
| Зейделя
| 3
| 3
| 6
| Сравнение метода Простой итерации, Зейделя и Гаусса
| Метод итерации
| Метод
Зейделя
| Метод
Гаусса
| Х1
| 0,226
| 0,226
| 0,226
| Х2
| 0,246
| 0,246
| 0,246
| Х3
| -0,432
| -0,432
| -0,430
| D
| 0.0000589
| 0.000019
| 0.000001
| Итог
Метод приближения, также как и точные методы позволяют с высокой точностью определить значения в переменных в СЛАУ. Метод Зейделя в отличие от итерации требует сделать меньше приближение, но имеет более сложную структуру, что может вызвать ошибку. |
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