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\" width=\"608px\" alt=\"forex trading calculators\"\/><\/p>\n<p><p>Past performance of any product described on this website is not a reliable indication of future performance. Global Prime is not able to take clients from Afghanistan, Congo, Iran, Iraq, Myanmar, New Zealand, North Korea, Palestine, Russia, Somalia, Sudan, Syria, Ukraine, Ontario, Yemen, Japan or the United States or its territories. The information on this website is not intended to be an inducement, offer or solicitation to any person in any country or jurisdiction where such distribution or use would be contrary to local law or regulation. A trading calculator is an essential tool for traders in financial markets, helping them make better decisions and earn more. Trading calculators offer the necessary calculations for traders to manage risks and identify profitable opportunities.<\/p>\n<\/p>\n<p><h2>Try Swiss Forex Marketplace<\/h2>\n<\/p>\n<ol>\n<li>Market-bulls.com does not accept responsibility for any loss or damage arising from reliance on the site&#8217;s content.<\/li>\n<li>By using the calculator, you can ensure that each trade is sized correctly according to your risk tolerance and trading strategy, which is crucial for long-term success in the Forex market.<\/li>\n<li>Tools like trading calculators can help you calculate potential profit, loss, and margin requirements, which are essential for managing your account and achieving long-term success.<\/li>\n<li>Many traders practice on a forex demo account before moving to real trading.<\/li>\n<li>These tools help traders understand exactly how market changes and currency fluctuations can impact their trades and financial outcomes.<\/li>\n<li>By considering factors like the currency pair, trade volume, entry and exit prices, and leverage, it calculates potential profit and loss.<\/li>\n<\/ol>\n<p><p>Forex\/CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. 91.13% of retail investor accounts lose money when trading Online Forex\/CFDs with this provider. The minimum deposit to open an account at Dukascopy Bank is 100 USD or equivalent in another currency. Depending on your method, leverage, and typical trade size, you may need a larger amount to trade profitably and minimize risks. A larger balance will enable you to meet margin requirements and better handle market volatility, making trading easier and more flexible. You can use forex calculators to evaluate your possible profit and loss and decide on the amount of your deposits.<\/p>\n<\/p>\n<p><h2>What is the lot size of $100?<\/h2>\n<\/p>\n<p><img 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\" width=\"608px\" alt=\"forex trading calculators\"\/><\/p>\n<p><p>We&#8217;re also a community of traders that support each other on our daily trading journey. A margin trading scenario that involves a losing trade using a broker with a Margin Call Level at 100% and no separate Stop Out Level. A margin trading scenario that involves a losing trade using a broker with a Margin  Call Level at 100% and a Stop Out Level at 50%. Proper position sizing is crucial in determining whether you\u2019ll live to trade another day.<\/p>\n<\/p>\n<p><h2>How to calculate Forex profit?<\/h2>\n<\/p>\n<p><img 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\" width=\"606px\" alt=\"forex trading calculators\"\/><\/p>\n<p><p>To use the position size calculator, enter the currency pair you are trading, your account size, and the percentage of your account you wish to risk. Our position sizing calculator will suggest position sizes based on the information you provide. The Position Size Calculator will calculate the required position size based on your currency pair, risk level (either in terms of percentage or money) and the stop loss in pips. Dukascopy offers a very user-friendly Forex\/CFD position size calculator that is easy to use and monitor. Several variables such as account balance, account currency, stop loss and currency pair determine the appropriate position size. The Forex margin calculator is a straightforward online tool that quickly calculates the margin needed for a trade.<\/p>\n<\/p>\n<p><p>By inputting basic trade details, traders can receive insights into the potential risk and reward, helping them to make informed decisions about their trades. Whether you\u2019re a novice learning the ropes or a seasoned trader refining your approach, these calculators serve as crucial aids in developing a balanced and strategic trading plan. A <a href=\"https:\/\/g-markets.net\/calculators\/\">forex trading calculators<\/a> Forex Lot Size Calculator is an essential tool for traders looking to manage their risk effectively and increase their potential for profit.<\/p>\n<\/p>\n<ol>\n<li>LiteFinance Global LLC does not provide services to residents of the EEA countries, USA, Israel, Russia, and some other countries.<\/li>\n<li>The Drawdown calculate will simulate the loss of your account over a number of periods with a fixed loss per reach period.<\/li>\n<li>It allows you to calculate the exact lot size for your trade based on the percentage of your capital you\u2019re willing to risk, your stop-loss in pips, and your account currency.<\/li>\n<li>A Forex Lot Size Calculator is an essential tool for traders looking to manage their risk effectively and increase their potential for profit.<\/li>\n<li>By consistently using these tools, traders can more effectively manage their portfolios, understand market dynamics, and refine their trading tactics.<\/li>\n<li>The pip calculator provides pip value by entering information like the currency pair, trade volume, and account currency.<\/li>\n<\/ol>\n<p><p>The contents mentioned on the website do not constitute investment or trading advice. Inveslo has taken measures to ensure the accuracy of the information provided on this website, however, does not guarantee it. Inveslo is not, in any way, liable for the losses that might occur directly or indirectly from the reliance on or the usage of the website\u2019s contents. NOP calculator is an easy-to-use tool that will speed up your leverage calculations and provide you with results at the click of a button. Typically, a pip in most forex currency pairs is located at the 4th decimal place (0.0001), equivalent to 1\/100 of 1%.<\/p>\n<\/p>\n<p><p>Use our Profit Calculator to calculate your expected profit or loss in money and pips based on your entry and exit prices, lot size and trade direction. Use our profit calculator to estimate potential profits or losses of your trading positions. This, in turn, will help you determine where it is to best to set stop-loss and take-profit orders. Profit &amp; Performance Calculators are indispensable for traders looking to evaluate the effectiveness of their trading strategies over time. These calculators allow traders to analyze the performance of their trades and understand the profitability of different strategies. Tools in this section include equity calculators, monte carlo calculators, and more.<\/p>\n<\/p>\n<p><p>Whether the base currency for your trading is US dollar, UK pound, Euro or any other currency, you&#8217;ll find our forex compounding calculator works for you. If you&#8217;re tradingin cryptocurrency or any currency whose symbol isn&#8217;t represented, simply select the blank square in the currency options. Brokerage services in your country are provided by the Liteforex (Europe) LTD Company (regulated by CySEC\u2019s licence \u2116093\/08). You should remember that the US Dollar is a quote currency in many pairs (EUR\/USD, GBP\/USD etc.). It&nbsp;means that the exchange rate of&nbsp;the quote currency to&nbsp;USD equals to&nbsp;1 for an account funded with USD.<\/p>\n<\/p>\n<p><p>The Forex Lot Size Calculator simplifies the process of calculating the size of your Forex positions. By inputting your account balance, the risk percentage per trade, the stop-loss in pips, and the currency pair you\u2019re trading, the calculator provides you with the ideal position size. This computation takes into account the currency pair\u2019s volatility and the amount of capital you\u2019re willing to risk, presenting you with a lot size that optimizes your risk management. For beginner traders, understanding and calculating lots can be confusing, and this is where the lot calculator helps. By entering information such as currency pair, capital, leverage, and risk level, it easily calculates the trade volume (lot), pip value, required margin, and potential profit\/loss.<\/p>\n<\/p>\n<p><p>It not only aids in protecting your account from significant losses but also helps in maximizing the efficiency of your capital. By using the calculator, you can ensure that each trade is sized correctly according to your risk tolerance and trading strategy, which is crucial for long-term success  in the Forex market. Check out all our trading calculators.Stay ahead of the game by analyzing your trades with precision, ensuring accurate and long-term profitable trading decisions. Accurately calculate pip values and manage your trade risks with our intuitive FXTM pip calculator.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Past performance of any product described on this website is not a reliable indication of future performance. 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