{"id":635,"date":"2020-08-31T11:14:29","date_gmt":"2020-08-31T15:14:29","guid":{"rendered":"https:\/\/concrete.cl\/web\/?p=635"},"modified":"2023-05-29T05:05:52","modified_gmt":"2023-05-29T09:05:52","slug":"forex-calculators","status":"publish","type":"post","link":"https:\/\/concrete.cl\/web\/forex-calculators\/","title":{"rendered":"Forex Calculators"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"best forex calculator\"\/><\/p>\n<p><p>Our Forex profit loss calculator can be used as a take profit or stop loss calculator whether you\u2019re actually using sl\/tp values or closing the trade manually. If you wish to calculate your profit with a more advanced calculator to include the exact risk you wish to use, head over to our position size calculator. First, it\u2019s essential to learn a few of the key terms, like \u201clot size,\u201d \u201cpip,\u201d and \u201crealized vs. unrealized\u201d losses and gains. For starters, the \u201cstandard\u201d lot size traded in forex is 100,000 units. Currency exchanges are businesses that trade various currencies. Currency exchange companies make money by charging fees for the convenience of converting your cash.<\/p>\n<\/p>\n<ul>\n<li>But obviously, this account is in USD, so the result is given in USD, which is $8.45.<\/li>\n<li>Likewise, if you are short (a seller) and the rate rises, you have a loss.<\/li>\n<li>To use the calculator, simply type in the instrument, the account currency, the size of the trade, and the size of the rebate per lot.<\/li>\n<li>In the end, the Forex calculators are an adaptable tool.<\/li>\n<li>The bid is the selling cost of the base exchange, whereas ask shows the selling cost of that currency.<\/li>\n<\/ul>\n<p><p>It is to make sure that you get a likeness of how much interest is to charge. These points are bonds, options, futures, and commodities. These instruments should have an increased, or decreased price within any provided  span.<\/p>\n<\/p>\n<p><h2>How do you calculate profit from selling price?<\/h2>\n<\/p>\n<p><p>To use the position size calculator, enter the currency pair you are trading, your account size, and the percentage of your account you wish to risk. Our position sizing calculator will suggest position sizes based on the information you provide. The forex pip calculator works by multiplying the size of your position by the value of a single pip, then converting that figure into your chosen base currency. It also calculates your total required margin, by dividing the total size of your position by your chosen market\u2019s margin factor. And just like the position size calculator, the rules are slightly different for commodities, indices, and crypto.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 10px;'>\n<h3>How to Count Pips on NAS100 \u2013 What You Should Know &#8211; DailyForex.com<\/h3>\n<p>How to Count Pips on NAS100 \u2013 What You Should Know.<\/p>\n<p>Posted: Mon, 12 Dec 2022 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiN2h0dHBzOi8vd3d3LmRhaWx5Zm9yZXguY29tL2ZvcmV4LWFydGljbGVzL25hczEwMC8xODg0NDLSAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>The price has approved  a thousand points and that with your volume it equals 100$ of profit. There are many reasons as the outcome relies on many factors. However, there are times when the market is much more active, and times when it is comparatively dormant.<\/p>\n<\/p>\n<p><h2>How to use the Position Size and Risk Calculator<\/h2>\n<\/p>\n<p><p>Simply type in your account balance, how much you are risking per trade, and the number of losses you would like to calculate, and the tool will tell you what your balance is. Once again, the calculator assumes a standard lot size of 100,000 units per lot, and unfortunately, it doesn\u2019t seem possible to change this. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. OANDA&#8217;s currency calculator tools use OANDA Rates\u2122, the touchstone FX rates compiled from leading market data contributors. Pip Calculator will help you calculate the pip value in different account types (standard, mini, micro) based on your trade size.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 12px;'>\n<h3>How to use the Sharpe ratio to calculate risk-vs-reward &#8211; FOREX.com<\/h3>\n<p>How to use the Sharpe ratio to calculate risk-vs-reward.<\/p>\n<p>Posted: Mon, 10 Apr 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiY2h0dHBzOi8vd3d3LmZvcmV4LmNvbS9pZS9uZXdzLWFuZC1hbmFseXNpcy9ob3ctdG8tdXNlLXRoZS1zaGFycGUtcmF0aW8tdG8tY2FsY3VsYXRlLXJpc2stdnMtcmV3YXJkL9IBbGh0dHBzOi8vd3d3LmZvcmV4LmNvbS9pZS9uZXdzLWFuZC1hbmFseXNpcy9ob3ctdG8tdXNlLXRoZS1zaGFycGUtcmF0aW8tdG8tY2FsY3VsYXRlLXJpc2stdnMtcmV3YXJkLz9hbXA9dHJ1ZQ?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>To use OANDA\u2019s free currency converter, type into the relevant field currency names, 3-letter ISO currency symbols, or country names to select your currency. You can convert world currencies, precious metals, or obsolete currencies. You can also access currency exchange rates dating back to January 1990. OANDA\u2019s Currency Converter allows <a href=\"https:\/\/g-markets.net\/calculators\/\">forex calculators<\/a> you to check the latest foreign exchange average bid\/ask rates and convert all major world currencies. OANDA Rates\u2122 are foreign exchange rates compiled from leading market data contributors. Forex trading involves buying and selling currencies in the foreign exchange market, a decentralized global market for currency trading.<\/p>\n<\/p>\n<p><h2>What is the purpose of a currency converter?<\/h2>\n<\/p>\n<p><p>The information on this website and provided from or through this website is general in nature and is not specific to you the user or anyone else. Trading CFDs carries a high level of risk to your capital. This tool is very simple \u2013 it tells you what the drawdown to your account will be after a series of losses.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='565' height='312' src='https:\/\/www.youtube.com\/embed\/NOhlBVVhXAM' frameborder='0' alt='best forex calculator' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>In MT4 or MT5, simply right-click on the instrument in the Market Watch list, and click on Specification. Hit calculate, and the tool will tell you how big your trade should be. It will also print out how much capital is at risk, so you can confirm that it has calculated the position size correctly.<\/p>\n<\/p>\n<p><h2>Daily market updates straight to your inbox<\/h2>\n<\/p>\n<p><p>To sum up, forex calculators are one of the most basic tools for any trader or stockholder. Concerns having a strong picture of the financial advantages of trade. A profit calculator is here to syndicate all the applicable factors\u2019 workable profits.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"best forex calculator\"\/><\/p>\n<p><p>Simply enter the instrument, the account currency, the price at which you are entering your trade, your stop-loss price, your account size, and how much of your account you want to risk. Currency conversion rates differ between companies as each company manipulates the interbank rate to make a profit. This is usually done on volume; the higher the volume, the closer you get to the interbank rate. Banks often advertise free or low-cost transfers, but add a hidden markup to the exchange rate. Wise gives you the real, mid-market, exchange rate, so you can make huge savings on your international money transfers. Beware of bad exchange rates.Banks and traditional providers often have extra costs, which they pass to you by marking up the exchange rate.<\/p>\n<\/p>\n<p><h2>What You Should Know About Interest in Forex Trading<\/h2>\n<\/p>\n<p><p>Keep in mind that the conversion provided here doesn\u2019t consider any fees charged by the institution completing the exchange, whether it\u2019s a bank, digital app or travel kiosk. All you have to do is input the amount, your starting currency and your ending currency to get an estimate based on current rates. Scope Markets offers institutional and retail trading services to businesses and traders worldwide. Our top management team has more than 20 years of experience in the industry, and we are proud of the solid partnerships we built over the years.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='569' height='318' src='https:\/\/www.youtube.com\/embed\/C8HLEiZ3uWM' frameborder='0' alt='best forex calculator' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>A currency exchange is when you convert a currency to another. A trader uses to analyze the spread just like the other market. To define, the spread is the variance between the selling and buying price of an exchange pair. Forex brokers make use of two normal spreads such as bid and ask.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='565' height='317' src='https:\/\/www.youtube.com\/embed\/jqx6GomBvEc' frameborder='0' alt='best forex calculator' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Our Forex profit loss calculator can be used as a take profit or stop loss calculator whether you\u2019re actually using sl\/tp values or closing the trade manually. If you wish to calculate your profit with a more advanced calculator to include the exact risk you wish to use, head over to our position size calculator. 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