Разработать модель Simulink для решения дифференциального уравнения
500 руб. за проект
Разработать модель Simulink для решения дифференциального уравнения ![](data:image/png;base64,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)
Выполнить задание на подобии представленного в файле
Выполнить задание на подобии представленного в файле
- Файлы
Отзывы
В заказе есть исполнитель
При переводе заказа из архивного в актуальный, текущий исполнитель будет снят с задачи.
Выберите тип сделки
С безопасной сделкой вы всегда сможете вернуть средства, если что-то пойдет не так. С простой сделкой вы самостоятельно договариваетесь с исполнителем об оплате и берете на себя решение конфликтов.