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	<title>Инвестиции | Latisha Hardy Dance &amp; Co Ltd</title>
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		<title>Инвестиции Что Это Такое И Как Стать Инвестором</title>
		<link>https://latishahardy.com/2020/02/20/%d0%b8%d0%bd%d0%b2%d0%b5%d1%81%d1%82%d0%b8%d1%86%d0%b8%d0%b8-%d1%87%d1%82%d0%be-%d1%8d%d1%82%d0%be-%d1%82%d0%b0%d0%ba%d0%be%d0%b5-%d0%b8-%d0%ba%d0%b0%d0%ba-%d1%81%d1%82%d0%b0%d1%82%d1%8c-%d0%b8%d0%bd/</link>
		
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		<pubDate>Thu, 20 Feb 2020 21:24:00 +0000</pubDate>
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					<description><![CDATA[Специалисты и профессионалы рекомендуют настраиваться на три, а лучше пять лет. В самом правильном варианте ценные бумаги (например, акции) рекомендовано держать десятилетиями. Так возможно получить максимальную доходность от владения этим финансовым инструментом. Риск потери всех вложенных средств. Самостоятельно осуществляемых инвестиций без такого риска не существует. В то же время, банки и страховые компании совместно с [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Специалисты и профессионалы рекомендуют настраиваться на три, а лучше пять лет. В самом правильном варианте ценные бумаги (например, акции) рекомендовано держать десятилетиями. Так возможно получить максимальную доходность от владения  этим финансовым инструментом. Риск потери всех вложенных средств. Самостоятельно осуществляемых инвестиций без такого риска не существует. В то же время, банки и страховые компании совместно с управляющими компаниями, благодаря разработке структурных инвестиционных продуктов, могут обеспечить гарантированный возврат 100 % вложенных клиентами средств.</p>
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" width="505px" alt="инвестиции что это"/></p>
<p>К счастью, начать можно и с малых сумм, постепенно их повышая. Если вам вдруг понадобятся деньги, лучше оставить  часть сбережений в виде наличных или на банковском депозите, чем постоянно разорять свои инвестиционный портфель. Чтобы справиться с эмоциями, необходимо банальное знание рынка и, конечно, самоконтроль.</p>
<h2>Как Заняться Прямыми Инвестициями, Если Нет Миллиардов</h2>
<p>Ведь самое главное &#8211; это не величина начального капитала, а желание добиться результата, настойчивость, внимательное и грамотное отношение к выбору объектов для инвестиций. Опытные инвесторы рекомендуют распределять вложения, т. Не вкладываться полностью в один проект, а выбирать несколько с разными рисками. Для того чтобы инвесторы могли правильно оценить целесообразность вложения средств в определенный актив, составляются инвестиционные проекты. Чтобы расширить цели, можно поделить их условно на категории. Например, цель-максимум &#8211; купить дом у моря и иметь пассивный доход three тысячи долларов в месяц, а цель-минимум &#8211; это получать ежемесячный доход от вложений, равный нынешней зарплате.</p>
<h3>Объекты Финансового Инвестирования</h3>
<p>Оценивают возможность реализации активов по рыночной цене при кризисных ситуациях. Независимо от источника поступления финансовой поддержки требуется предварительно проведенный аудит проекта, расчет вероятных прибылей, включая учет всех возможных рисков. На основании подробного исследования принимают решение <a href="https://lstkstroy.com.ua/">https://lstkstroy.com.ua/</a> о рентабельности предложения. Могут понадобиться для расширения деятельности за рубежом или для получения средств под пониженные процентные ставки, что более характерно для европейских/американских банков. Вложения в материально-производственные запасы, основной капитал и нематериальные активы.</p>
<h3>Виды Инвестиций</h3>
<p>Опытные инвесторы, как правило, предпочитают диверсифицировать риски, т. Распределять свои инвестиции на проекты с различным уровнем рисков. Говоря проще – «раскладывать яйца по разным корзинам». Отдельный вид инвестиций – аннуитетный, он может быть любым по сроку, но доход от него поступает инвестору не по завершении срока инвестирования, а регулярно, с определенной периодичностью. Инвестирование в экономическом смысле — это вложение средств в различные материальные, а также нематериальные активы ради их приумножения.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Содержание И Сущность Понятия «инвестиции» Тема Научной Статьи По Экономике И Бизнесу Читайте Бесплатно Текст Научно-исследовательской Работы В Электронной Библиотеке Киберленинка</title>
		<link>https://latishahardy.com/2020/02/17/%d1%81%d0%be%d0%b4%d0%b5%d1%80%d0%b6%d0%b0%d0%bd%d0%b8%d0%b5-%d0%b8-%d1%81%d1%83%d1%89%d0%bd%d0%be%d1%81%d1%82%d1%8c-%d0%bf%d0%be%d0%bd%d1%8f%d1%82%d0%b8%d1%8f-%d0%b8%d0%bd%d0%b2%d0%b5%d1%81/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Mon, 17 Feb 2020 06:00:00 +0000</pubDate>
				<category><![CDATA[Инвестиции]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=4969</guid>

					<description><![CDATA[Квалифицированным инвесторам доступно больше инструментов. Так, например, желая заработать на акциях компаний, следует разбивать вложения на акции разных фирм из разных секторов экономики. Так больше вероятность не потерять вложения, если одно направление вдруг «упадёт» в цене. Да, инвестировать вы можете также, чтобы на что-нибудь накопить. Опираясь на цель, желаемую доходность и срок инвестирования, необходимо выбрать [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Квалифицированным инвесторам доступно больше инструментов. Так, например, желая заработать на акциях компаний, следует разбивать вложения на акции разных фирм из разных секторов экономики. Так больше вероятность не потерять вложения, если одно направление вдруг «упадёт» в цене. Да, инвестировать вы можете также, чтобы на что-нибудь накопить. Опираясь на цель, желаемую доходность и срок инвестирования, необходимо выбрать инструмент и стратегию вложения средств.</p>
<p>Но для получения опыта и понимания, как действует биржа, инструмент подходящий. Пассивный стиль – это когда вы вкладываете деньги на долгий срок, используя относительно надёжные инструменты. И даже если речь об акциях, то вкладываются деньги в бумаги крупных сырьевых или  технологичных компаний, которые наименее подвержены неожиданным падениям.</p>
<p>Даже при наступлении неблагоприятной финансовой ситуации инвестор способен реализовать портфель полностью и покинуть рынок. Нередки инвесторы распродают все ценные бумаги, чтобы сделать другие вложения, что приводит к биржевым кризисам. В учебниках по экономике инвестиции делятся на прямые и портфельные. Прямые &#8211; это когда вы покупаете долю в бизнесе. Или компания Samsung строит свой завод в России.</p>
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" width="500px" alt="инвестиции что это такое"/></p>
<p>Инвестиционный портфель – это все ваши инвестиции. Таким способом можно с минимальной суммы медленно, но верно (если стратегия выбрана правильно), увеличить свою прибыль. Но уплачивает в большинстве случаев его за вас брокер (естественно не из своего кармана). Важно, что убытки по продажам акций также учитываются.</p>
<p>Если перенести экономическое содержание инвестиций в правовую плоскость, то инвестиции представляют собой некое благо, которое может быть объектом гражданских прав5, а может и не являться таковым6. В юридической литературе были <a href="https://howtoregister.com.ua/">http://howtoregister.com.ua</a> сделаны попытки систематизировать существующие в экономической литературе взгляды на природу инвестиций. Кропотов выделяет следующие группы [8, с. Совокупность условий для инвестора иногда называют «инвестиционным климатом».</p>
<p>Бизнес получает импульс к развитию и делится прибылью с фондом. Фонд отдает деньги вкладчикам, удержав небольшую комиссию. Инвестиции ради удовлетворения требовании государственных органов управления. К инвестициям в другие нефинансовые активы отнесены затраты на приобретение в собственность земельных участков, объектов природопользования и других нефинансовых активов. Указанные инвестиции необходимо отличать от инвестиций с аналогичным названием при классификации инвестиций по совместимости их осуществления.</p>
<h2>Инвестиции В Себя</h2>
<p>Но не забираете его, а также вкладываете в покупку новых акций и облигаций, ускоряя таким образом процесс прихода к ещё большей прибыли. В зависимости от объекта вложений капитала, сумма первоначальных инвестиций будет отличаться. Например, покупка недвижимости обойдётся инвестору в несколько миллионов рублей, а купить ценные бумаги на бирже можно и на a thousand рублей. Цель инвестирования — конечный результат, который ожидает получить инвестор от вложений свободных средств.</p>
<h3>Индивидуальный Инвестиционный Счёт (иис)</h3>
<p>Самостоятельно осуществляемых инвестиций без такого риска не существует. Надеемся, вы поняли для себя, что такое инвестиции и как они работают. Напоследок  добавим, что инвестирование &#8211; это не лотерея и не казино. Риски поддаются расчетам и ими можно управлять. Каждый найдет для себя инструменты и возможности, отвечающие его собственным целям и степени готовности к риску.</p>
<p>1 Закона об инвестиционной деятельности в Российской Федерации, осуществляемой в форме капитальных вложений, к инвестициям относятся денежные средства, ценные бумаги, имущественные права . Важно не спутать портфельные инвестиции с термином «инвестиционный портфель». Первое понятие подразумевает исключительно покупку ценных бумаг на фондовой бирже, второе — любые активы, материальные и нет. Данный тип не предполагает прямого участия в управлении компаниями, чьими бумагами владеет инвестор.</p>
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