{"id":9732,"date":"2021-09-06T08:48:12","date_gmt":"2021-09-06T09:48:12","guid":{"rendered":"https:\/\/ipc.cv\/?p=9732"},"modified":"2024-11-24T12:29:59","modified_gmt":"2024-11-24T13:29:59","slug":"position-sizing-in-forex-the-definitive-guide-to","status":"publish","type":"post","link":"https:\/\/ipc.cv\/cv\/position-sizing-in-forex-the-definitive-guide-to\/","title":{"rendered":"Position Sizing in Forex The Definitive Guide to Size Your Trades"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"600px\" alt=\"what is position size in forex\"\/><\/p>\n<p><p>In this case, 38,911 is rounded up to 39,000, meaning a lot size of 0.39 Standard Lots. On the other hand, if you were trading a Micro lot, the same 5-pip movement would result in only $0.50 in profit. It\u2019s worth noting that orders can be placed at a fraction of 1 full lot,  regardless of its type, allowing for precision in position sizing (e.g., 0.54 Lots). If the exchange rate moves from 80.00 to 80.09, it has increased by nine pips.<\/p>\n<\/p>\n<ol>\n<li>For instance, a 50-pip stop loss on a Standard Lot is equivalent to $500.<\/li>\n<li>Another example is Warren Buffett&#8217;s purchase of Burlington Railroad in a $44 billion deal\u2014a significant stake to say the least.<\/li>\n<li>Once you know how far away your entry point is from your stop loss, in pips, the next step is to calculate the pip value based on the lot size.<\/li>\n<li>Let\u2019s say you want to buy EUR\/GBP and your broker account is denominated in USD.<\/li>\n<li>Any trade that you expect to move in the opposite direction of your current forex position could be used as a hedge.<\/li>\n<li>This gives Ned the \u201cvalue per pip\u201d move with a 200 pip stop to stay within his risk comfort level.<\/li>\n<\/ol>\n<p><p>Adjust your position sizes according to the potential losses that you know you can sustain. As you can see, lot sizes simply determine the volume of currency <a href=\"https:\/\/www.topforexnews.org\/brokers\/algorithmic-trading-with-fxcm-broker-in-python\/\">algorithmic trading with fxcm broker in python<\/a> units involved in the trade. The same scenario every trader will encounter at some point in the world of trading. Sadly, many traders are unprepared for this, and so do not consider the role that adequate financing of a trading account plays in position sizing. Here you base your position size not only on the predetermined percentage risk per trade but also on your&nbsp;Stop Loss&nbsp;distance. Once all the risk limits, pip risk, and pip value are determined, it becomes much easier to determine the position size that one should resort to while trading.<\/p>\n<\/p>\n<p><h2>Trade volume as a percentage of equity with a Stop Loss<\/h2>\n<\/p>\n<p><p>This level of exposure (or, in other words, this position size) means that for every pip the market moves, there will be a potential gain or loss of (roughly) $10 per pip. Check out my Pip Calculator to learn more about pips and pip calculations. Multiple variables can impact your potential profits (or losses), such as lot size, account balance, trading style, risk percentage, stop-loss level, leverage, and more. Understanding how these variables can impact your overall trading strategy is a crucial part of sound risk management.<\/p>\n<\/p>\n<p><p>At 25% of your account size, you are already overexposed and over-leveraged. The important thing is to adjust your position size to meet the desired stop loss and not the other way round. Your risk will <a href=\"https:\/\/www.forex-world.net\/brokers\/real-estate-broker-vs-agent\/\">real estate broker vs agent<\/a> be the same in every trade, but the position size may be different because Stop Loss distances may vary. Let\u2019s explore the concept of position sizing, why it\u2019s vital for traders, and provide practical tips for implementing effective position sizing strategies. Let\u2019s assume someone has $5,000 in a trading account and doesn\u2019t wish to risk more than 1% on a trade.<\/p>\n<\/p>\n<p><h2>Where Are Retail Forex Traders Actually Trading?<\/h2>\n<\/p>\n<p><p>Sometimes a trade may have five pips&nbsp;of risk, and another trade may have 15 pips of risk. You can also use a fixed dollar amount, which should also be equivalent to 1% of the value of your account or less. As long as your account balance is $7,500 or more, you&#8217;ll be risking 1% or&nbsp;less. Your position size will also depend on whether or not your account denomination is the same as the base or quote currency.<\/p>\n<\/p>\n<p><p>There are two opposite sides in the trading spectrum with one extreme being risk-seeking and the other being risk averse. Similarly, if it moves from 80.00 to 79.91, it has decreased by nine pips. But when you hit the exotic pairs such as the USDNOK, GBPZAR, USDTRY, or USDRUB, it is a different ball game entirely. For instance, a 50-pip stop loss on a Standard Lot is equivalent to $500. Steven Hatzakis is the Global Director of Online Broker Research for ForexBrokers.com.<\/p>\n<\/p>\n<p><h2>Forex Position Size Calculator<\/h2>\n<\/p>\n<p><p>You can input your account details, risk parameters, and trade specifics to receive instant lot size recommendations. For example, if you\u2019re trading 1 Standard lot and the price moves 5 pips in your favor, you\u2019ll gain close to $50 in profit, minus fees and spreads. For example, imagine trading the AUD\/JPY currency pair, where the exchange rate is 80.00. They indicate the smallest price change in the exchange rate of a currency pair. The stop loss is also considered as a risk to trade because if it is activated, the trade will lose the monetary value of the number of pips used in setting a stop loss. If you sling on five positions at once, the total capital devoted to all of them combined should not exceed 3% of your account size.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='568' height='311' src='https:\/\/www.youtube.com\/embed\/Kt05F3aIzFY' frameborder='0' alt='what is position size in forex' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Consequently, each pip on a micro lot will always have a value of $0.10. On the other hand, every pip in a mini lot will always have a value of $1. Risk management is an important aspect while trading the financial markets. While most focus is usually on entry levels, the focus should always be on the risk and how to keep it low. It\u2019s the only way to ensure a trading account is not wiped out with one trade.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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width=\"606px\" alt=\"what is position size in forex\"\/><\/p>\n<p><p>I therefore encourage you to do your due diligence, as always, and manage your risks appropriately. Trade volume is important because it will determine how much money you will gain or lose in this trade. Joey Shadeck is a Content Strategist and Research Analyst for ForexBrokers.com. He holds dual degrees in Finance and Marketing from Oakland University, and has been an active trader and investor for close to ten years. An industry veteran, Joey obtains and verifies data, conducts research, and analyzes and validates our content.<\/p>\n<\/p>\n<p><p>For this example, a $5000 account for a  trader who wants to set up a position on the EURUSD and is risking 50 pips as a stop-loss can only use $150 as a risk. A Forex account may obey the proper position sizing principles discussed earlier, but trading on pairs that are too volatile for your circumstances can negate everything. Using 0.1 lots would reduce the margin required to $333; still too large as 3% of the account capital is $150. Resizing to 0.04 lots (4 micro-lots) would reduce the margin requirement to $133, which is within the risk exposure limits. As the position size depends on equity, the loss will make the position size smaller, so it will be harder for a trader <a href=\"https:\/\/www.day-trading.info\/interactive-brokers-penny-stocks-fees-pink-sheet\/\">interactive brokers penny stocks fees pink sheet otc trades<\/a> to recover the account after a drawdown.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='560' height='313' src='https:\/\/www.youtube.com\/embed\/WHZWnsyKhkQ' frameborder='0' alt='what is position size in forex' allowfullscreen><\/iframe><\/div><\/p>","protected":false},"excerpt":{"rendered":"<p>In this case, 38,911 is rounded up to 39,000, meaning a lot size of 0.39 Standard Lots. On the other hand, if you were trading a Micro lot, the same 5-pip movement would result in only $0.50 in profit. It\u2019s worth noting that orders can be placed at a fraction of 1 full lot, regardless [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[154],"tags":[],"class_list":["post-9732","post","type-post","status-publish","format-standard","hentry","category-forex-trading-2"],"featured_image_src":null,"author_info":{"display_name":"Emanuel.J.Moreira","author_link":"https:\/\/ipc.cv\/cv\/author\/emanuel-j-moreira\/"},"_links":{"self":[{"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/posts\/9732","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/comments?post=9732"}],"version-history":[{"count":1,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/posts\/9732\/revisions"}],"predecessor-version":[{"id":9733,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/posts\/9732\/revisions\/9733"}],"wp:attachment":[{"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/media?parent=9732"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/categories?post=9732"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/tags?post=9732"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}