Читаем AutoCAD 2009 для студента. Самоучитель полностью

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1С: Управление небольшой фирмой 8.2 с нуля. 100 уроков для начинающих
1С: Управление небольшой фирмой 8.2 с нуля. 100 уроков для начинающих

Книга предоставляет полное описание приемов и методов работы с программой "1С:Управление небольшой фирмой 8.2". Показано, как автоматизировать управленческий учет всех основных операций, а также автоматизировать процессы организационного характера (маркетинг, построение кадровой политики и др.). Описано, как вводить исходные данные, заполнять справочники и каталоги, работать с первичными документами, формировать разнообразные отчеты, выводить данные на печать. Материал подан в виде тематических уроков, в которых рассмотрены все основные аспекты деятельности современного предприятия. Каждый урок содержит подробное описание рассматриваемой темы с детальным разбором и иллюстрированием всех этапов. Все приведенные в книге примеры и рекомендации основаны на реальных фактах и имеют практическое подтверждение.

Алексей Анатольевич Гладкий

Экономика / Программное обеспечение / Прочая компьютерная литература / Прочая справочная литература / Книги по IT / Словари и Энциклопедии