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Пособие предназначено для студентов, обучающихся по специальности 1-28 01 01 «Экономика электронного бизнеса», слушателей системы повышения квалификации и переподготовки, а также предпринимателей, менеджеров.
Издание включает теоретический материал по
инвестиционному проектированию, анализу и оценке инвестиционных проектов и задания для практических занятий, а также
перечень вопросов для самоконтроля и подготовки к зачету (экзамену).
Автор: Мищенко В.А.
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Издание предназначено для самостоятельной управляемой работы студентов и слушателей, содержит методические рекомендации по проведению экономического анализа количественных и качественных показателей деятельности организаций торговли, макетов разработочных таблиц, список рекомендуемой литературы.
Пособие может быть использовано студентами и слушателя, изучающими учебную дисциплину «Экономика торговали», при выполнении курсовых и дипломных работ, в рамках самостоятельной управляемой работы, а также руководителями и специалистами торговых организаций для проведения углубленного экономического анализа хозяйственно-финансовой деятельности.
Авторы: Т.В.Гасанова, А.З. Коробкин, Н.Н.Макарова |
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Дисциплина «Экономика торговли» изучает различные аспекты деятельности субъектов торговли национальной экономики: вопросы создания имущественного комплекса; организации, управления и использования основных, оборотных средств и нематериальных активов; формирования трудовых ресурсов, оплаты труда, разработки форм и систем заработной платы; анализа и планирования объема продаж; формирования расходов; разработки ценовой политики; деятельности механизма получения доходов и прибыли; распределения прибыли; инвестиционной и инновационной деятельности организации; анализа эффективности и конкурентоспособности деятельности и др.
Автор: Коробкин А. З. |
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Предлагаемое пособие разработано в полном соответствии с действующим Государственным образовательным стандартом подготовки экономистов-менеджеров по специальности 1-25 01 07 «Экономика и управление на предприятии» и программой учебной дисциплины «Автоматизация планово-аналитической деятельности» для студентов специализации 1-25 01 07 01 «Экономика труда». Его основная цель заключается в формировании у студентов экономического мышления в условиях развития рынка и совершенствования практических навыков по использованию современных ПЭВМ и программных продуктов экономического профиля в своей последующей профессиональной деятельности для получения экономических обоснованных результатов при принятии управленческих решений по развитию организаций и укреплению их конкурентоспособности.
В пособии предусмотрены задания, выполнение которых позволяет реализовать задачи по овладению и закреплению у студентов методов, приемов и техники анализа и планирования показателей пол труду и заработной плате торговых организаций в условиях использования ПЭВМ.
Пособие адресовано, прежде всего, студентам специализации «Экономика труда», изучающим учебные дисциплины «Автоматизация планово-аналитической деятельности», «Экономика организации (предприятия)», «Экономика труда», «Организация труда».
Автор: Куриленко В.В. |
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Экономика организации торговли как наука изучает объективные и частные закономерности экономического состояния и развития торговых организаций, формы проявления и использования экономических законов в их деятельности, частных закономерностей их развития, путей и способов эффективной реализации, необходимых потребителям товаров и услуг.
Например, закон стоимости в организации действует через такие экономические рычаги, как цена и себестоимость, прибыль и рентабельность, заработная плата и материальное стимулирование, коммерческий расчет и др.
Теоретической и методологической базами экономики организации торговли как науки и учебной дисциплины являются экономическая теория, которая изучает общественное производство в целом, формы проявления и механизм действия экономических законов в условиях рыночной экономики.
Авторы: Сыроед Т.Н., Коробкин А.З., Сныткова Н.А. |
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)
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Издание включает теоретический материал по управлению инновационными проектами, задания к лабораторным работам по планированию и анализу инновационных проектов с использованием программных продуктов Microsoft Project и Project Expert а также перечень вопросов для самоконтроля и подготовки к зачету (экзамену). Издание предназначено для магистрантов специальности 1-26 81 01 "Бизнес-администрирование", предпринима-телей, менеджеров.
Автор: В.А. Мищенко |
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В монографии изложены результаты собственных исследований по оценке инновационного развития Республики Беларусь, которые являются одним из обязательных этапов формирования государственной политики в стране. Также дана оценка фактической и потенциальной роли недревесных лесных ресурсов во внешнеэкономической деятельности республики. Разработана методика оценки экспортного потенциала недревесных лесных ресурсов.
Авторы: А.П. Петров-Рудаковский, Л.М. Лапицкая, О.В. Лапицкая |
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)
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В пособии рассматривается современный организационно-экономический механизм функционирования организации, изучаются вопросы формирования и рационального использования экономических ресурсов, разработки стратегии развития, экономического обоснования объемов производства и реализации продукции, финансовых результатов деятельности организаций. издание предназначено для студентов специальностей 1-25 01 04 "Финансы и кредит", 1-25 01 08 "Бухгалтерский учет, анализ и аудит (по направлениям)", слушателей системы повышения квалификации и переподготовки, а также лиц, самостоятельно изучающих экономику организации, предпринимателей, менеджеров.
Авторы: В.А. Мищенко,
Л.В. Мищенко, Н.Г. Афанасенкова
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) 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Пособие допущено Министерством образования Республики Беларусь в качестве учебного пособия для студентов учреждений высшего образования по экономическим специальностям. Приведены краткие теоретические сведения по основным темам общей теории статистики. Также в пособии рассматривается социально-экономическая статистика. Пособие подготовлено на основе типовой программы учебной дисциплины "Статистика" и включает теоретический материал, примеры решения типовых задач, тестовые и контрольные вопросы, вопросы к экзамену (зачету), глоссарий. Пособие предназначено для студентов учреждений высшего образования по экономическим специальностям, преподавателей, слушателей факультета переподготовки руководящих работников и специалистов.
Авторы: Н.В. Лацкевич,
С.А. Дещеня, Т.Н. Бессонова |
![](/portals/0/%D0%A4%D0%B0%D0%B9%D0%BB%D1%8B/%D0%9A%D0%B0%D1%84%D0%B5%D0%B4%D1%80%D1%8B/%D0%AD%D0%BA%D0%BE%D0%BD%D0%BE%D0%BC%D0%B8%D0%BA%D0%B8%20%D1%82%D0%BE%D1%80%D0%B3%D0%BE%D0%B2%D0%BB%D0%B8/%D0%9F%D0%BE%D1%81%D0%BE%D0%B1%D0%B8%D1%8F/%D1%8D%D0%BA%D0%BE%D0%BD%D0%BE%D0%BC%D0%B8%D0%BA%D0%B0%20%D0%BE%D1%80%D0%B3%D0%B0%D0%BD%D0%B8%D0%B7%D0%B0%D1%86%D0%B8%D0%B8%20%D0%BF%D1%80%D0%B5%D0%B4%D0%BF%D1%80%D0%B8%D1%8F%D1%82%D0%B8%D1%8F.png?ver=2018-03-06-163649-123)
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Цель данного пособия заключается в предоставлении методической помощи студентам в исследовании хозяйственно-финансовой деятельности организаций, сборе и обработке статистических данных, что имеет практическую и методическую значимость проведения экономического анализа, а также позволит студентам закрепить теоретические знания методики и последовательности проведения экономического анализа и изучить тенденции изучаемых показателей.
Учебно-методическое пособие может быть использовано студентами других специальностей и специализаций, изучающих учебную дисциплину «Экономика организации (предприятия)», при выполнении курсовых и дипломных работ, в рамках самостоятельной управляемой работы, а также руководителями и специалистами организаций для проведения углубленного экономического анализа хозяйственно–финансовой деятельности.
Авторы: Т.В. Гасанова, Ю.С. Шатовицкая, Е.П. Бабушкина, Н.Н. Макарова, И.А. Мурашк
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Цель данного практикума заключается в овладении магистрантами системой современных научных знаний в области методологических, методических и прикладных вопросов экономики и управления хозяйственными системами различного уровня.
Издание включает в себя четыре темы:
• Демографический фактор в социально-экономических преобра¬зованиях страны.
• Исторические и макроэкономические параметры энергетической проблемы.
• Проблемы формирования многоукладной экономики сельского хозяйства.
• Инновации как фактор модернизации Республики Беларусь.
Структура практикума предусматривает планы практических занятий, тематику научных докладов и рефератов для углубленного изу¬чения тем курса, ситуационные задания, а также тесты для проверки знаний.
Автор: Кузнецов Н.В. |
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Цель данного практикума – сформировать у студентов представление о механизме формирования запаса, принципах и методах управления запасами в логистических системах и цепях поставки, развить навыки определения оптимального уровня запаса и умение управлять процессом формирования запаса.
Автор: Кузьменков В.В. |
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Основная цель данного практикума – формирование у студентов экономического мышления в области развития инновационной экономики, глубокое и основательное овладение современной системой экономических знаний и навыков в области анализа, прогнозирования и планирования объемных показателей хозяйственной деятельности организации.
Студентам следует научиться творчески подходить к выполнению практических заданий, уметь самостоятельно принимать решения по вопросам анализа и планирования основных объемных показателей деятельности организации.
Авторы: Шишкова Е.Е., Приходько В.В., Кравченко В.П., Липницкий В.В. |
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Издание включает по темам учебной дисциплины "Статистика труда" контрольные вопросы семинарских и практических занятий, темы рефератов, задачи, предназначенные для решения на занятиях и для самостоятельной работы студентов. Практикум предназначен для студентов специальности 1-25 01 07 "Экономика и управление на предприятии" специализации 1-25 01 07 01 "Экономика труда".
Автор: Т.Н. Бессонова
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Цель практикума заключается в том, чтобы дать студентам необходимый объем современных теоретических и практических знаний в области экономики и организации малого и среднего предпринимательства и научить их практическим методам выполнения разнообразных аналитических и экономических расчетов.
Включенные в практикум задания позволят обучающимся приобрести системное представление о технико-экономических показателях деятельности малого и среднего предприятия; о методах государственного регулирования деятельности малого и среднего предпринимательства; о современных методах управления малым и средним предприятием.
Авторы: Н.В. Кузнецов, В.В. Богуш, Н.Я. Скорик, В.В. Кузьменко
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Практикум предназначен для студентов специальности 1-25 01 07 "Экономика и управление на предприятии", специализации "Экономика и управление на предприятии торговли" и слушателей системы переподготовки руководящих работников и специалистов. В нем приведены планы практических занятий, задачи по статистике оптового, розничного товарооборота, товарооборота общественного питания, товарных запасов и товарооборачиваемости, покупательского спроса населения, материально-технической базы, труда, цен и эффективности деятельности торговых организаций.
Авторы: М.Х. Серкебаев,
Л.Н. Настюшкина
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В монографии изложена история возникновения и развития придорожного сервиса в Республике Беларусь. Дана оценка состояния и тенденций развития придорожного сервиса в стране. Раскрыты организационные вопросы основных производственных процессов в объектах придорожного сервиса. Охарактеризованы перспективы развития инфраструктуры придорожного сервиса в Беларуси. Издание предназначено для студентов и магистрантов экономических специальностей, практических работников инфраструктуры придорожного сервиса.
Авторы: Н.В. Лацкевич,
С.А. Дещеня, Н.В. Яцевич, И.А. Кузменкова, Т.Н. Бессонова, Е.А. Слюсарева, Д.А. Степаненко, Л.Н. Настюшкина
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Пособие для реализации содержания образовательных программ высшего образования 1 ступени. Рассматриваются методические и практические подходы к экономической оценке стоимости предприятияя, актуальные проблемы оценочной деятельности в различных сферах экономики.
Авторы: Н.Н. Козырева, Л.Н. Дробышевский, Н.Г. Афанасенкова, Е.В. Симончик, Т.Л. Процко
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Пособие для реализации содержания образовательных программ высшего образования 1 ступени и переподготовки руководящих работников и специалистов. Предназначено для аудиторной и самостоятельной работы студентов специальности "Экономика и управление на предприятии", специализации "Экономика и управление на предприятии агропромышленного комплекса".
Авторы: О.Л. Ракицкая,
Е.В. Симончик
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Пособие по написанию дипломных и курсовых работ для специальности "Экономика и управление на предприятии", специализации "Экономика и управление на предприятии промышленности". Приведена примерная тематика, планы работ, методические указания, требования по оформлению.
Авторы: Л.М. Соколова,
Л.Н. Дробышевский
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Практикум для реализации содержания образовательных программ высшего образования 1 ступени. В издании представлено 13 заданий, значимых с точки зрения практики прогнозирования социально-экономических процессов.
Автор: Н.Г. Лопухова
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В третьей части пособия рассматриваются темы, касающиеся результативности деятельности промышленной организации и её развития. В целом третья часть пособия позволяет обобщить и систематизировать материал первой и второй частей и таким образом закрепить знания, полученные по экономике промышленной организации.
Авторы: Л.М. Соколова, А.П. Петров-Рудаковский
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Пособие для реализации содержания образовательных программ высшего образования 1 ступени охватывает теоретические вопросы, методические и практические подходы к экономической оценке предприятия и основы формирования оценочной деятельности в Республике Беларусь.
Авторы: Н.Н. Козырева, Л.Н. Дробышевский, Н.Г. Афанасенкова, Е.В. Симончик
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Программа для студентов специальности "Маркетинг", специализации "Маркетинг предприятий промышленности" содержит основные вопросы, сгруппированные по темам, а также задания по каждой теме.
Автор: О.Л. Ракицкая
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Программа для студентов специальности "Экономика и управление на предприятии", специализации "Экономика и управление на предприятии промышленности" содержит основные вопросы, сгруппированные по темам, а также задания по каждой теме.
Автор: О.Л. Ракицкая
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Пособие по написанию дипломных и курсовых работ для специальности "Экономика и управление на предприятии", специализации "Экономика и управление на предприятии промышленности" . Приведена примерная тематика и планы дипломных работ, описана процедура подготовки, оформления и защиты работ.
Авторы: Л.Н. Дробышевский, Н.Н. Козырева, Н.Г. Афанасенкова, Е.В. Симончик
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Пособие предназначено для проведения практических занятий и организации самостоятельной работы студентов и включает планы занятий, вопросы для самоподготовки, темы рефератов, задачи и методические рекомендации по их решению, рекомендуемая литература.
Автор: Н.Г. Лопухова
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Пособие по написанию дипломных и курсовых работ для специальности "Экономика и управление на предприятии", специализации "Экономика и управление на предприятии агропромышленного комплекса" с грифом учебно-методического объединения по экономическому образованию. Приведена примерная тематика и планы дипломных работ, описана процедура подготовки, оформления и защиты работы.
Авторы: Н.Н. Козырева, Т.Н. Сыроед, Л.Н. Дробышевский, Т.В. Жукова, Д.А. Козырев.
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В пособии описаны возможности и структура системы Statistica 6.0, особенности её интерфейса. Приведены документы и краткий обзор методов системы, представлены пошаговые примеры проведения кластеризации, факторного и канонического анализа. Пособие является методическим руководством при научных исследованиях. Пособие является дополнительным методическим материалом в рамках изучения дисциплин «АРМ экономиста» и «Экономика организации (предприятия)». Оно может представлять интерес для студентов и магистрантов экономических специальностей при выполнении научных, курсовых и дипломных проектов.
Авторы: Н.В. Лацкевич, Д.А. Степаненко
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Пособие призвано помочь усвоить общую теорию статистики. В нем приведены краткие теоретические сведения, которые составляют методологическую основу статистики, а также пояснения и расчеты, основанные на фактических и условных цифровых данных. Кроме основных теоретических сведений в издании включены вопросы, для самоконтроля, тесты, вопросы к экзамену (зачету), глоссарий. В списке рекомендуемой литературы указаны основные источники, которые необходимо использовать при изучении рассматриваемых вопросов. Данное пособие предназначено для преподавателей, слушателей системы переподготовки руководящих работников и специалистов, а также студентов экономических специальностей.
Авторы: Н.В. Лацкевич, С.А. Дещеня, Т.Н. Бессонова
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Статистика потребительской кооперации является одной из составных частей цикла статистических дисциплин. Она тесно связана с общей теорией статистики, методы и приемы которой используются в анализе показателей, отражающих деятельность организаций потребительской кооперации. Статистика потребительской кооперации изучает закономерности и тенденции процесса купли-продажи товаров, дает оценку состояния и развития товарной массы, её структуры и динамики, эффективности процесса товародвижения, формирования и использования финансовых ресурсов. Её особенностью является использование специфических статистических и математико-статистических методов для оценки и объяснения деятельности организаций и предприятий потребительской кооперации, что и отражено в данном пособии.
Авторы: М.Х. Серкебаев, Т.Н. Бессонова, Д.А. Степаненко
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В пособии отражены особенности статистического учета и анализа деятельности потребительской кооперации. Пособие включает четырнадцать тем, в каждой из которых приведены теоретические сведения, примеры решения типовых задач, контрольные вопросы к темам, список рекомендуемой литературы. Пособие предназначено для студентов экономических специальностей учреждения высшего образования, слушателей системы послевузовского образования, а также для работников экономических служб организации потребительской кооперации.
Авторы: Н.В. Лацкевич, С.А. Дещеня, М.Х. Серкебаев, Т.Н. Бессонова, Е.А. Слюсарева, Д.А. Степаненко.
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Практикум для студентов специальности 1-25 01 07 «Экономика и управление на предприятии», специализации 1-25 01 07 11 «Экономика и управление на предприятии промышленности». В результате изучения дисциплины студенты должны знать основные понятия и категории промышленности, систему показателей, используемую для их характеристики, усвоить методику их расчета и анализа, изучить формы государственной централизованной статистической отчетности и указания по их заполнению. Для этого в практикуме предусмотрены аудиторные и внеаудиторные практические задания.
Авторы: М.Х. Серкебаев, Д.А. Степаненко
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В издании изложены по каждой теме: планы практических занятий, тесты, задачи, предназначенные для решения на практических занятиях и задания для самостоятельной работы студентов. Практикум предназначен для студентов специальности 1-25 01 07 «Экономика и управление на предприятии» специализации 1-25 01 07 20 «Экономика и управление на предприятии услуг». Он позволит закрепить полученные теоретические знания о частных и обобщающих статистических показателях, характеризующих различные стороны деятельности по оказанию услуг, статистических методах анализа, а также приобрести навыки проведения экономико-статистических расчетов, качественного формулирования выводов и выявления закономерностей развития сферы услуг.
Автор: Д.А. Степаненко
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Изменения, происходящие в современном обществе, привели к формированию новых подходов к подготовке студентов и контролю их знаний, одним из которых является акцент на активизацию самостоятельной работы студентов. Целью учебного пособия является формирование у специалиста навыков самостоятельной подготовки. Студенту предлагается изучить вопросы программы по соответствующему лекционному курсу. Выполнение тестовых заданий облегчит студентам понимание и запоминание фундаментальных понятий, определений и формул, а решение задач будет вырабатывать навыки практического использования статистической методологии при анализе и выявлении закономерностей общественного развития. Пособие адресовано преподавателям и студентам и предназначено для организации самостоятельной работы студентов.
Авторы: Н.В. Лацкевич, С.А. Дещеня, И.А. Кузменкова, Т.Н. Бессонова
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Социально-экономическая статистика – составная часть статистической науки, которая основывается на методологии, разработанной общей теорией статистики. Предлагаемое пособие призвано помочь студентам-заочникам в овладении категорийным аппаратом Системы национальных счетов, методикой построения взаимосвязанных национальных счетов, а также методикой расчета важнейших макроэкономических показателей, используемых во всем мире. Кроме того, в пособии изложены темы по статистике населения, трудовых ресурсов и занятости, освещены вопросы, характеризующие уровень жизни и доходы населения.
Авторы: Н.В. Лацкевич, С.А. Дещеня, Т.Н. Бессонова
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В настоящее время по мере интеграции Республики Беларусь в международные экономические отношения большое внимание уделяется применению международных стандартов в области учёта и статистики. Современный экономист, менеджер, коммерсант, маркетолог, товаровед, бухгалтер должен обладать обширными знаниями в области теоретических основ функционирования экономики, владеть методами экономического анализа, хозяйственных процессов на микро- и макроуровнях, на что и нацелен данный практикум. Он предназначен для студентов экономических специальностей и слушателей факультета повышения квалификации и переподготовки и содержит вопросы и задания для самоконтроля, задачи по темам дисциплины, позволяет обобщить и систематизировать знания, глубже усвоить учебный материал.
Автор: Т.Н. Бессонова
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Практикум предназначен для студентов 3-го курса специальности 1-26 02 02 «Менеджмент (по направлениям)». Данное издание включает планы практических занятий, вопросы для самоподготовки, темы рефератов, тесты, задания и задачи, учитывающие специфику деятельности отраслей социальной сферы. Изучение дисциплины «Экономика и управление социальной сферой» даёт представление о социально-экономических процессах, протекающих в обществе, об основных показателях и способах измерения благосостояния населения, методах экономического анализа состояния отраслей социальной сферы.
Авторы: И.А. Кузменкова, Е.А. Слюсарева
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Пособие для управляемой самостоятельной работы студентов специальности 1-25 01 07 «Экономика и управление на предприятии», специализации 1-25 01 07 20 «Экономика и управление на предприятии услуг». По каждой теме, выносимой на управляемую самостоятельную работу, указывается форма занятия, количество часов, предусмотренных учебной программой, вопросы для изучения, список рекомендуемой литературы, а также задания первого и второго (творческого) уровней. Эти задания направлены на самостоятельную работу студентов с нормативными документами, статистическими сборниками, словарями, периодической литературой, монографиями, учебниками и учебными пособиями, практическими данными организаций сферы услуг.
Авторы: Н.В. Лацкевич, С.А. Дещеня, Л.Н. Настюшкина
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