Уровень маржи в торговом терминале отображается во вкладке «Торговля». Заявление Дональда Трампа об отсрочке восстановления повышенных пошлин на китайский импорт, сделанной в воскресенье ночью, привело к рекордному 5%-му росту бирж КНР. Остальные рынки не остались в стороне после подтверждения позитивной оценки торговых переговоров Президентом США в официальном заявлении Министерства Коммерции Китая. На паре EURCHF образовали патттерн Поглощение отскочив в районе уровня 1,3450. Похоже, что сил идти вниз не хватает и стоит ждать возобновление роста. Стоимость одного лота для каждой пары рассчитывается отдельно.
Существуют немаржируемые контракты, предполагающие списание залога. Маржируемые, в свою очередь, резервируют гарантийный процент до исполнения либо отмены условий контракта. К фондовым биржам применимо другое определение экономического показателя. Margin Trading представляет собой объем заемных средств, осуществляющих частичное или полное покрытие дорогостоящих сделок. Для оценки безопасности и финансовой устойчивости банка вычисляют чистую процентную маржу.
![прибыль со свободной марже](https://boriscooper.org/wp-content/uploads/2021/06/d438f481-343a-4e80-a595-853c3e3966c7.jpg)
Вычисляют отношением величины маржи открытых позиций к балансу трейдера. Случай 100% Margin Call Level наступает в том случае, когда Баланс счёта сравнивается с уровнем Маржи. Это происходит, когда у трейдера имеется открытый ордер/ордера, рынок продолжает идти против него, а средства на счету приближаются к нулевой отметке. Если на счёту трейдера имеются открытые позиции и выставляются ордера любого типа по тому же инструменту и в том же направлении, значит, общая маржа будет равна сумме маржи обоих ордеров. Маржа служит гарантией сохранения фактического размера депозита.
Торговля
Однако немаловажную роль здесь играет наличие у брокера широкого диапазона такого вида кредитования. Ведь, чем больше выбор, тем больше у трейдера возможностей подобрать для себя что-то индивидуальное. Если открытые позиции покажут положительный результат, то мы сможем применять для создания новых ордеров свободную маржу от незакрытой прибыли, но опытные советуют так не делать. Следует принимать свободная маржа во внимание то факт, что стоимость лота может отличаться в зависимости от используемой валютной пары. Для того чтобы определить точный размер лота для конкретной валютной пары, необходимо просто привести основную валюту, которую вы используете для ведения торгов, к валюте торгового счета. Уровень маржи является соотношением средств на счете трейдера к марже, он выражается в процентах.
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)
Но, учтите, что прибыль с убытком представляют из себя опцию (пропорцию) от затраченных финансовых средств. Иными словами, огромные ставки сулят не только огромную маржу, но и значительные убытки. По этой причине, если Вы торгуете, используя большие плечи (один к ста и более), то существует большой риск обанкротиться при первом же изменении цены по отношению к Вашей позиции.
Экономно, быстро, прибыльно: как открыть маркетплейс и что следует знать об этом
Основная ошибка трейдера – открытие ордера с большим лотом при большом кредитном плече. При таких условиях достичь уровня Margin Call очень просто. А если трейдер забыл выставить стоп-лосс, то шансы закрыться по Stop Out увеличиваются. Стоит учитывать, что стоимость лота у разных инструментов разная. На Форекс, для расчета стоимости одного лота достаточно привести базовую валюту пары к валюте депозита. По этой причине, чем крупнее будет поставщик ликвидности, тем выше будут у него требования к размеру средств залога при открытии торговой позиции.
![прибыль со свободной 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)
Это ситуация, когда брокер принудительно закрывает все позиции трейдера, так как уровень маржи опустился до определенного уровня. У некоторых брокеров, этот уровень установлен на отметке 20 %, у некоторых – 50 %. В любом случае, это сделано для того, чтобы снизить потери трейдера от неудачных сделок. Конечно, этому помешает Stop Out (если он не установлен на уровне 0 %), но быстро потерять даже половину депозита не понравится ни одному трейдеру. Лучше всего, особенно в первое время, использовать не более 10 % своего депозита.
Положительные и отрицательные стороны маржинального трейдинга
Уровень маржин колла варьируется от брокера к брокеру, но всегда больше уровня стоп-аут. При осуществлении положительной сделки, залог будет возвращен трейдеру. В случае неудачно проведенной операции, маржа списывается в виде компенсации дилинговому центру.
- Ясно представлять, что такое маржа в торговле и продажах, должен каждый, кто намеревается заниматься предпринимательской деятельностью.
- Такая возможность стала доступной благодаря существованию брокеров.
- Формула расчета максимально возможного размера лота на примере валютной пары доллар/швейцарский франк отображена на фото, размещенном ниже.
- Если он закрыл сделку с прибылью в 5 долларов, то баланс составит 105 долларов.
- Большая прибыль подразумевает наличие приличного депозита.
Если валюта депозита и базовая -разные, то сначала нужно устранить это несоответствие, а потом приступать к расчету. Например, при торговле EURUSD, базовой валютой будет Евро. Для долларового депозита нужно пересчитать его в долларах. Уровень маржи с учетом нереализованной прибыли или убытка выше чем уровень маржин-кола.
Особенности обычной маржи
Маржин-колл приходит, когда сумма капитала, которую вы держите на маржинальном счете, становится слишком низкой для поддержки вашего заимствования. При торговле CFD (контракты на разницу цен) на валютные пары часто требуется внести маржу в размере 3,333%. Для индексов и популярных сырьевых товаров, таких, как золото, требуемая маржа составляет 5%. Для более рискованных активов, таких, как криптовалюты, она может достигать 50%.
![прибыль со свободной 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)
Если прибыль трейдера от торговли растет, то и маржа увеличивается – вот в чем разница маржи и прибыли. По сути, маржа является гарантией сохранности депозита. Таким образом, чем успешней торговля, тем больше маржа. Это своеобразный кредит, дающий трейдеру возможность торговать на Форекс не имея многотысячного депозита, а для обеспечения ликвидности сделок используется залог.
Выручка и прибыль производителей электроники, или у кого маржа больше
Подходит ли вам маржинальная торговля, зависит от ваших торговых целей и уровня принятия риска. Маржа — это сумма денег, которая необходима для открытия позиции. Например, Capital.com требует маржу в размере 10% при совершении сделок с CFD на серебро. То есть, если вы хотите открыть маржинальную сделку с CFD на серебро на сумму $1 000, то для этого на вашем счете должно быть всего $100.
Свободная маржа на Форекс — что это такое простыми словами?
Однако само устройство маржинальной торговли не даст трейдеру потерять сумму свыше маржи. Свободная маржа – это сумма средств, которую вы можете использовать для открытия новых позиций, поскольку на данный момент она не используется в какой-либо сделке. Рассчитать свободную маржу можно как разницу между средствами (эквити) и маржей торгового счета. Из вышесказанного следует, что свободная маржа фактически включает любую плавающую (нереализованную) прибыль или убыток от открытых позиций. Основным недостатком проведения маржинальной торговли является ее высокая рискованность. Если трейдер имеет небольшой стартовый капитал, то ему будет нелегко подняться к высокому торговому уровню, потому как придется перекрывать спред, комиссию и так далее.
Например, если на рынке наблюдается гэп (ценовой разрыв на графике), то стоп-лосс сработает, но позиция закроется на менее благоприятном уровне, чем предварительно установленный. Чтобы избежать проскальзывания, можно использовать гарантированные стоп-лоссы. Если вы открываете короткую позицию, то можете установить стоп-лосс на более высокую цену, например, на $105, на случай, если сделка обернется не в вашу пользу, и цена актива пойдет вверх. Таким образом, сумма, которая вам нужна в качестве общей маржи, постоянно меняется по мере того, как стоимость ваших сделок растет или падает. У вас всегда должно быть не менее 100% маржи, которую покрывает собственный капитал. Термин дневная торговля или дей трейдинг на Форекс определяет торговлю на любом рынке (но чаще всего на валютном или фондовом рынке), происходящую внутри одного дня.
Торговля акциями с маржой напрямую больше подходит для опытных инвесторов, которые проверены брокером и имеют хорошую кредитную историю. В то же время маржинальная торговля деривативами, такими, https://boriscooper.org/ как CFD-контракты, вполне приемлема для розничных инвесторов. Если акции, которые вы хотите приобрести, принадлежат крупной компании, брокер может запросить у инвестора маржу в размере 50%.
С другой стороны, кредитное плечо — это практика использования заемного капитала для выполнения усилий, направленных на увеличение его потенциальной прибыли. Эта практика используется как инвесторами, так и корпорациями для увеличения прибыли за счет торговли акциями и производными финансовыми инструментами. На форекс определение маржи звучит вполне просто и однозначно. Маржа представляет собой разность текущей цены и цены, по которой сделка открывалась.
Часто также трейдеры забывают устанавливать стопы, в результате чего многие убыточные ордера закрываются при достижении уровня Stop Out. Профессиональный Форекс брокер обладает очень широким функционалом и огромным списком активов, включая акции, энергоносители, фьючерсы, товары и другие. Компания развивает не только рынок Форекс, но и инвестиционные возможности, например вложения в трейдеров и физическое золото.
Активно следите за своим капиталом после регистрации и поддерживайте его на уровне выше 100%. Даже при условии, что брокер усердно работает, чтобы закрыть ваши убыточные позиции, сделать это достаточно быстро для предотвращения убытков может оказаться невозможным. На Capital.com минимальный первоначальный депозит составляет $20 для кредитных или дебетовых карт, а также для Apple Pay, и $250 для банковских переводов. Размер требуемой маржи зависит от того, в какие именно активы вы планируете инвестировать. Она рассчитывается как процент от цены актива, который называется коэффициентом маржи. 84% счетов розничных инвесторов теряют деньги при торговле контрактами на разницу цен с этим провайдером.
Брокер не хочет терять свои деньги, поэтому и закрывает ваши сделки, несмотря на то, что вы могли бы их через некоторое время вывести в плюс. По некоторым исследованиям, средняя волатильность этой пары составляет около 70 пунктов в день. Причем в течение торговой недели она нарастает от понедельника к пятнице, которая традиционно считается самой волатильной для USDCHF. Поскольку закрывающие ордера не резервируют маржу, можно выбрать любое кредитное плечо. Что ж, уровень прибыли стремительно снижается, и в дело вступает брокер. Чтобы обезопасить себя, он может воспользоваться только двумя инструментами.
Не стоит путать маржу рынка “Форекс” с остальными понятиями. Маржа на валютном рынке – это, простыми словами, сумма, которую трейдер вносит в залог для того, чтобы брокер предоставил ему во временное пользование кредит для торговли на рынке. Интересно, что эта сумма порой превышает депозит во много раз. Чтобы избежать требования маржи, необходимо следить за всеми открытыми позициями и закрывать их своевременно для сокращения убытков, если тренд поменялся не неблагоприятный. Чтобы освободить трейдера от постоянного наблюдения за котировками, создана специальная функция ограничительного приказа . При помощи этого приказа вы можете конкретизировать предельные значения текущих убытков при открытой позиции (stop-loss), а также текущей прибыли .
Иногда происходит так, есть желание заниматься какой-либо деятельностью, но мало знаний в данной области. В первую очередь стоит понять главные термины и их обозначения. Бизнесменам-новичкам сложно представить, что такое маржа. У нее достаточно широкое понятие, и для разных областей деятельности у нее будет разнообразный смысл. Опционы — аналогичный договор, но вместо обязательства используют право. Трейдер сам решает, будет ли он осуществлять продажу или покупку по заранее оговоренным условиям.