{"id":840,"date":"2022-11-08T13:54:04","date_gmt":"2022-11-08T12:54:04","guid":{"rendered":"https:\/\/www.chalupar.pub\/?p=840"},"modified":"2023-03-13T17:32:30","modified_gmt":"2023-03-13T16:32:30","slug":"how-to-calculate-margin-requirements-margin-call","status":"publish","type":"post","link":"https:\/\/www.chalupar.pub\/index.php\/2022\/11\/08\/how-to-calculate-margin-requirements-margin-call\/","title":{"rendered":"How to calculate Margin requirements, Margin Call and Liquidation"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"reward\"\/><\/p>\n<p><p>This is the amount required to carry a contract past the daily close. 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Cancelling an active Reward bonus will allow negative balance protection to be applied to an account.<\/p>\n<\/p>\n<p><a href=\"ethereum price usd\"><img 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' alt='https:\/\/www.beaxy.com\/exchange\/eth-usd\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'\/><\/a><\/p>\n<p><p>In this case, a crypto leverage calculator is your best tool. With a few steps, you can enter your data, calculate, and see if you have enough money in your account. If you are interested in trading cryptocurrency but have a limited amount to invest, you may consider margin trading. Learn the most important aspects of leverage trading for cryptocurrency, including tips and risks, as well as alternatives. The amount of margin capital can be calculated using our crypto leverage calculator above. The calculator will tell you the amount of money you need to deposit in your account to be able to open the position.<\/p>\n<\/p>\n<p><h2>How to track the profits automatically?<\/h2>\n<\/p>\n<p><p>Commission, interest, fees, and charges may apply to financial services. Under no circumstances shall Eurotrader be liable for the frequency of provision and accuracy of data linked to the use of the calculators. So the liquidation price will be calculated inaccurately because your position size does not change when you add margin to or remove margin from your position. If you enter \u201d2\u201d in the leverage field and enter \u201d800\u201d in the cost\/margin field, your position size will be calculated as 1600 (800\u00d72). Assets with high levels of liquidity pose a lower risk potential in margin trading, as the trader can quickly buy or sell the asset depending on the situation.<\/p>\n<\/p>\n<p><p>Unless you engage in crypto margin trading on a platform that doesn\u2019t let your balance drop below zero, you could lose more than you invest. You would then have to pay back all the funds you borrowed from the exchange. Daily profits and losses are calculated on all positions you have in the right time zone for each instrument. This kind of risk emanates from the nature of the instrument used for trading.<\/p>\n<\/p>\n<p><p>Default inputs are preloaded with the latest Bitcoin difficulty target and Bitcoin mining hashrate for the best Bitcoin miner. Opening a trade with too much margin can quickly lead to a margin call. Opening a trade with insufficient margin could lead to a profitable trade which has little impact on your trading account. Therefore, the margin required should be somewhere in between and according to your risk appetite.<\/p>\n<\/p>\n<p><p>Your positions are automatically closed if the price reaches a certain point that you specify. Margin trading crypto can dramatically increase your potential profits, but it also comes with significant risks. The calculator will take all of your inputs and produce a trade setup. The setup shows the number of lots you should buy\/sell, and the notional value ($) of the trade. In addition, it will show you a SL (stop-loss) and TP (take-profit) price.<\/p>\n<\/p>\n<p><h2>Daily Crypto Compound Interest Calculator<\/h2>\n<\/p>\n<p><p>They will automatically close if your profits get to the value you specify. They let you keep your earnings if the market rises and then falls. Pip calculator Calculate the value per pip with accuracy to develop your risk management strategy. The trader then needs to enter values in the Entry Price, Margin and Leverage for the trade. The calculator then produces the price at which the trade be liquidated. Currency Converter Calculate the foreign exchange rates of major FX currency pairs.<\/p>\n<\/p>\n<p><p>Bitcoin mining is the process of securing and validation Bitcoin transactions on the Bitcoin blockchain. Manned by 20 multilingual market professionals we present a diversified educational knowledge base to empower our customers with a competitive advantage. In order to allow us to keep developing Myfxbook, please whitelist the site in your ad blocker settings. However, if you bought 1 bitcoin for $10K but sold half of it at $11K and kept the rest, things get a little trickier because now there are two transactions with different prices involved. We take the most advanced security measures to ensure that your account is as safe as possible.<\/p>\n<\/p>\n<p><h2>When to use a crypto leverage trading calculator<\/h2>\n<\/p>\n<p><p>When a Bitcoin miner finds the correct hash to solve the next Bitcoin block, the miner is rewarded with Bitcoin. Calculate Bitcoin mining profit using one of these Bitcoin miners. Select or click a miner to have the inputs preloaded automatically.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\"><a href=\"https:\/\/twitter.com\/Delta_Exchange?ref_src=twsrc%5Etfw\">@Delta_Exchange<\/a> Hello, Where can I see the margin required to short a BTC option ? Do you have a margin calculator ?<\/p>\n<p>&mdash; Dextrader (@traderpont) <a href=\"https:\/\/twitter.com\/traderpont\/status\/1531282323022307328?ref_src=twsrc%5Etfw\">May 30, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>We believe that versatile <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> services require versatility in thinking and a unified policy of business principles. Access the global markets instantly with the XM MT4 or MT5 trading platforms. If your risk appetite is higher you can try to increase it and see how you handle the swings of the crypto market.<\/p>\n<\/p>\n<p><h2>Volatility Risk<\/h2>\n<\/p>\n<p><p>Use our  calculator below to find the minimum amount you need to open and maintain a new position. There is a risk of loss in trading futures, forex and options. Futures, forex and options trading are not appropriate for all investors. If you do not respond to the margin call, the trade will be closed out automatically. It is important to point out that the number of days calculated does not account for difficulty increases and decrease as well as block reward increases and decrease .<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 10px;'>\n<h3>Argo Blockchain&#8217;s Crypto Mining Margin Narrows to 20% as Natural Gas Prices Soar &#8211; CoinDesk<\/h3>\n<p>Argo Blockchain&#8217;s Crypto Mining Margin Narrows to 20% as Natural Gas Prices Soar.<\/p>\n<p>Posted: Fri, 09 Sep 2022 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMifGh0dHBzOi8vd3d3LmNvaW5kZXNrLmNvbS9idXNpbmVzcy8yMDIyLzA5LzA5L2FyZ28tYmxvY2tjaGFpbnMtY3J5cHRvLW1pbmluZy1tYXJnaW4tbmFycm93cy10by0yMC1hcy1uYXR1cmFsLWdhcy1wcmljZXMtc29hci_SAYsBaHR0cHM6Ly93d3cuY29pbmRlc2suY29tL2J1c2luZXNzLzIwMjIvMDkvMDkvYXJnby1ibG9ja2NoYWlucy1jcnlwdG8tbWluaW5nLW1hcmdpbi1uYXJyb3dzLXRvLTIwLWFzLW5hdHVyYWwtZ2FzLXByaWNlcy1zb2FyLz9vdXRwdXRUeXBlPWFtcA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Keep in mind that a higher ratio will always increase your risk. Should you be more risk-averse I recommend that you lower the leverage. These things may not seem important at first glance\u2014but they could determine whether your investment pays off or burns. By keeping these seven tips in mind, you can set yourself up for success as a crypto investor. As an investor, make sure you always do your research and ask hard questions about how well a project addresses its market opportunity. We encourage you to learn more about the project&#8217;s technology, how it works, and whether it has any kind of existing community or real-world use case.<\/p>\n<\/p>\n<p><p>\u201d we explain further how to select the best leverage ratio for crypto. To be more accurate with your risk management you should learn how to calculate your own leverage to know how much you are going to risk on each position. For every trade you take, there are two components, your margin capital, and the leverage.<\/p>\n<\/p>\n<ul>\n<li>Click or tap the cryptocurrency drop-down button to search for the currency that you want.<\/li>\n<li>The Crypto Investment Calculator by CoinStats will make your calculations of crypto profits and losses significantly easier and faster.<\/li>\n<li>Profit &#038; loss calculator Figure out which stop-loss and\/or take-profit prices to set before activating the respective order.<\/li>\n<\/ul>\n<p><p>As a result, a number of leading exchanges have added bitcoin margin trading features to their platforms to meet the growing demand. 78.17% of retail investor accounts lose money when trading CFDs with this provider. You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money. Most crypto leverage trading platforms don\u2019t give you the option to calculate your leverage or margin, they simply show you if you can afford to open the position or not. When you start margin trading cryptocurrency, stick to lower levels of leverage. This will minimize your potential losses as you get used to this type of trading.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"crypto leverage\"\/><\/p>\n<p><p>If you&#8217;re just looking to make a quick buck and get out, then no, you don&#8217;t need to reinvest your profits. Calculating crypto taxes can be tricky, especially when you&#8217;re new to the world of cryptocurrencies. There are so many different types of cryptocurrencies, each with its own price fluctuations. According to this calculation method, we made a 50% profit ($5,000). By subtracting the buy amount from the selling price, you will know for certain if you made a profit.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"307px\" alt=\"bitcoin mining\"\/><\/p>\n<p><p>If you invested $100 GAL in Bitcoin Cash a year ago then then your $100 would have become $38.91 now. Right now, the price of Bitcoin Cash is $112.97, with a marketcap of $2,185,289,839. View our collection of free education resources dedicated to help you become a more informed and confident trader. Now that you know how much power capacity you have , you can determine how many miners you can run. In this case, it would be about 11 Bitmain Antminer S17+ at 2,920 watts per device.<\/p>\n<\/p>\n<p><p>Also, look for teams with good track records and strong backgrounds . Another important factor when investing in crypto is diversification. Don&#8217;t put all your eggs in one basket, and don&#8217;t invest more than you can afford to lose. Before you invest, look at the coin&#8217;s roadmap, whitepaper, social media channels, and exchanges that it&#8217;s listed on.<\/p>\n<\/p>\n<p><p>Look at its price history and the total supply of coins\/tokens being created. Don&#8217;t succumb to FOMO and buy into a coin that has just skyrocketed in price because of hype; this is a surefire way to lose money quickly! Stay away from hype-driven coins and focus  on projects with real-world use cases instead.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 11px;'>\n<h3>Bitcoin hovers near MicroStrategy &#8218;margin call&#8216; price &#8211; Economic Times<\/h3>\n<p>Bitcoin hovers near MicroStrategy &#8218;margin call&#8216; price.<\/p>\n<p>Posted: Tue, 14 Jun 2022 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiiAFodHRwczovL2Vjb25vbWljdGltZXMuaW5kaWF0aW1lcy5jb20vbWFya2V0cy9jcnlwdG9jdXJyZW5jeS9iaXRjb2luLWhvdmVycy1uZWFyLW1pY3Jvc3RyYXRlZ3ktbWFyZ2luLWNhbGwtcHJpY2UvYXJ0aWNsZXNob3cvOTIyMTExNTUuY21z0gGDAWh0dHBzOi8vbS5lY29ub21pY3RpbWVzLmNvbS9tYXJrZXRzL2NyeXB0b2N1cnJlbmN5L2JpdGNvaW4taG92ZXJzLW5lYXItbWljcm9zdHJhdGVneS1tYXJnaW4tY2FsbC1wcmljZS9hbXBfYXJ0aWNsZXNob3cvOTIyMTExNTUuY21z?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>First your need to know your total <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">btc margin calculator<\/a> size, your opening price, and your closing price. Now, calculate the total percentage gain on the total position size with the leverage included. Margin is your own capital required to open a certain position and leverage is the added funds from your trading platform. Crypto leverage is calculated by using our calculator at the top of this page.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>This is the amount required to carry a contract past the daily close. Our Bitcoin Cash Profit Calculator can be used to calculate profit\/loss for any cryptocurrencies, we suggest you bookmark this page. Quickly convert and see the latest exchange rate of any major currency pair or cryptocurrency pair within seconds. Cancelling an active Reward [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","inline_featured_image":false,"footnotes":""},"categories":[10],"tags":[],"class_list":["post-840","post","type-post","status-publish","format-standard","hentry","category-crypto-news"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.4 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>How to calculate Margin requirements, Margin Call and Liquidation - Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.chalupar.pub\/index.php\/2022\/11\/08\/how-to-calculate-margin-requirements-margin-call\/\" \/>\n<meta property=\"og:locale\" content=\"sk_SK\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"How to calculate Margin requirements, Margin Call and Liquidation - Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia\" \/>\n<meta property=\"og:description\" content=\"This is the amount required to carry a contract past the daily close. Our Bitcoin Cash Profit Calculator can be used to calculate profit\/loss for any cryptocurrencies, we suggest you bookmark this page. Quickly convert and see the latest exchange rate of any major currency pair or cryptocurrency pair within seconds. 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