Читаем AutoCAD 2009 для студента. Самоучитель полностью

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
Перейти на страницу:

Похожие книги

1С: Бухгалтерия 8 с нуля
1С: Бухгалтерия 8 с нуля

Книга содержит полное описание приемов и методов работы с программой 1С:Бухгалтерия 8. Рассматривается автоматизация всех основных участков бухгалтерии: учет наличных и безналичных денежных средств, основных средств и НМА, прихода и расхода товарно-материальных ценностей, зарплаты, производства. Описано, как вводить исходные данные, заполнять справочники и каталоги, работать с первичными документами, проводить их по учету, формировать разнообразные отчеты, выводить данные на печать, настраивать программу и использовать ее сервисные функции. Каждый урок содержит подробное описание рассматриваемой темы с детальным разбором и иллюстрированием всех этапов.Для широкого круга пользователей.

Алексей Анатольевич Гладкий

Программирование, программы, базы данных / Программное обеспечение / Бухучет и аудит / Финансы и бизнес / Книги по IT / Словари и Энциклопедии
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
Adobe InDesign CS3
Adobe InDesign CS3

Книга посвящена верстке и макетированию в программе Adobe InDesign CS3. Помимо того что в ней описываются возможности программы, рассматриваются также принципы и традиции верстки, приводятся примеры решения типичных задач. Все это позволит читателю не только овладеть богатым инструментарием программы, но и грамотно применять его.Материал книги разделен на логические части: теоретические сведения, инструментарий программы, решение задач, – а также рассчитан на два уровня подготовки читателей – начинающих и опытных пользователей, что выгодно отличает книгу от других изданий. Это позволит применять ее как новичкам для знакомства с программой, так и пользователям со стажем для пополнения своих знаний.

Владимир Гавриилович Завгородний , Владимир Завгородний

Программирование, программы, базы данных / Программное обеспечение / Книги по IT