{"id":8968,"date":"2021-12-18T01:18:47","date_gmt":"2021-12-18T00:18:47","guid":{"rendered":"https:\/\/nubis.cloud\/?p=8968"},"modified":"2022-12-12T12:30:29","modified_gmt":"2022-12-12T11:30:29","slug":"lets-look-at-an-example-with-the-u-s","status":"publish","type":"post","link":"https:\/\/nubis.cloud\/?p=8968","title":{"rendered":"Let\u2019s look at an example with the U.S."},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Forex Community<\/a><\/li>\n<li><a href=\"#toc-1\">Pip Values for Other Account Currencies<\/a><\/li>\n<li><a href=\"#toc-2\">How to calculate the value of a pip?<\/a><\/li>\n<li><a href=\"#toc-4\">Let\u2019s look at an example with the U.S. dollar as the base currency, as in USD\/JPY<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img 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\" width=\"259px\" alt=\"pips forex\"\/><\/p>\n<p>&#8220;Pip&#8221; is an acronym for percentage in point or price interest point. A pip is the smallest whole unit price move that an exchange rate can make, based on forex market convention. If the currency you are converting to is the base currency of the conversion exchange rate ratio, then multiply the \u201cfound pip value\u201d by the conversion exchange <a href=\"https:\/\/www.forex.com\/\">forex<\/a> rate ratio. Cryptocurrencies Trade with leverage on the price movement of popular crypto-fiat pairs. You would need to calculate a pip value when you want to understand the profit\/loss of a trade and to implement risk management strategies. With each incremental pip movement in the trade, the movement translates to a $10 profit or loss.<\/p>\n<p>79% of retail investor accounts lose money when trading \u13df\u15b4\u13a0s with this provider. For most pairs a pip is equivalent to 0.01% or 1\/100th of one percent, this value is also commonly referred to as BPS.<\/p>\n<h2 id=\"toc-0\">Forex Community<\/h2>\n<p>Increasing or decreasing the amount of units will have the exact effect on the pip value. You can also use our trading calculator in order to estimate the possible outcome of a trade before entering it. Find out more about forex trading, including what the spread is and how leverage in forex works. A strong example was recorded in Zimbabwe in the year 2008, where monthly inflation rates exceeded 79 billion percent in the month of November. When hyperinflation occurs, units of currency increase at an extraordinary rate which makes the small measurement of pips useless. Pip values would only change if USD was either the first currency in the currency pair, or not involved in the pair, and if the value of USD moved significantly by more than 10% in either direction.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"pips forex\"\/><\/p>\n<p>You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. Another case in point is the Turkish lira, which reached a level of 1.6 million per dollar in 2001, which many trading systems could not accommodate. Forex trading involves significant risk of loss and is not suitable for all investors. <a href=\"https:\/\/www.cosmeticaacademy.co.in\/forex-news\/dotbig-review-a-guide-before-you-sign-up\/\">https:\/\/www.cosmeticaacademy.co.in\/forex-news\/dotbig-review-a-guide-before-you-sign-up\/<\/a> After all, it is a global market and not everyone has their account denominated in the same currency. On trading platforms, the digit representing a tenth of a pip usually appears to the right of the two larger digits. Our gain and loss percentage calculator quickly tells you the percentage of your account balance that you have won or lost.<\/p>\n<h2 id=\"toc-1\">Pip Values for Other Account Currencies<\/h2>\n<p>CFDs Trade with leverage and tight spreads for better returns on successful trades. So, if we run the following code, we will get all the information we need. Pay attention as it shows the tick value and this is not necessarily equal to the pip value. If the tick size is a pipette, then the tick value will be the value of a pipette. Keep in mind that trading with margin may be subject to taxation.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How many pips is a good take profit?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Risk\/reward ratio<\/p>\n<p> In general, the best ratio is 1:3, so the profit should be 3 times bigger than the loss. For example, if your Stop Loss equals 50 pips, the Take Profit should be 150 pips.<\/br><\/br><\/p>\n<\/div><\/div>\n<\/div>\n<p>It is the smallest increment in value of an exchange rate between a currency pair. The same pip values apply to all currency pairs with the U.S. dollar traded as the counter currency in an account denominated in U.S. dollars. Major currency pairs such as EUR\/USD, GBP\/USD, AUD\/USD and NZD\/USD all have the U.S. dollar as the counter currency. The \u201cpip value\u201d of a given trading position is its change in value due to a one-pip move in the relevant foreign exchange rate, all other factors remaining equal. The currency that a pip\u2019s value is expressed in should be your account\u2019s base currency.<\/p>\n<p>Kirsten Rohrs Schmitt is an accomplished professional editor, writer, proofreader, and fact-checker. She has expertise in finance, investing, real estate, and world history.<\/p>\n<h2 id=\"toc-2\">How to calculate the value of a pip?<\/h2>\n<p>In FX markets, the spread would be represented in the difference between these numbers would be the spread, measured in pips. This bid-ask spread also represents the profit that will be made by the FX broker of a transaction if they  are able also to find a matching transaction on the other side. Pips are very important in forex markets because price movements are constant and fast-paced, so pips are needed to track these movements to a fine degree of accuracy.<\/p>\n<p>The day is filled with news and events you need to know, and here\u2019re some of them. No matter your experience level, download our free trading guides and develop your skills. From beginners to experts, all traders need to know a wide range of technical terms. The currency used to open the account determines the pip value. From equities, <a href=\"https:\/\/www.forex.com\/\">forex<\/a> fixed income to derivatives, the CMSA certification bridges the gap from where you are now to where you want to be \u2014 a world-class capital markets analyst. The fourth decimal place is the pip, and the fifth decimal place is the pipette. Margin calculator Use proper risk management by calculating your risk with just a few clicks.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"251px\" alt=\"pips forex\"\/><\/p>\n<p>Most other currency pairs have the U.S. dollar as the base currency, such as USD\/JPY and USD\/CAD, for example, and they have different pip values. To calculate the pip value where the USD is the base currency when trading in a U.S. dollar-denominated account, you need to divide the position size by the exchange rate. A pip is a measurement of movement in forex trading, used to define the change in value between two currencies. The literal meaning of pip is \u2018point in percentage\u2019, and it is the smallest standardised move that a currency quote can change by. Pips are used by traders to calculate the spread between the bid and ask prices of the currency pair, and express the profit or loss that their position has made. A standard lot refers to 100,000 units of base currency and equates to $10 per pip movement.<\/p>\n<h2 id=\"toc-3\">Open a Live account.<\/h2>\n<p>A pipette is a &#8216;fractional pip&#8217; as it equals a tenth of a pip. Given that 1 pip in a EUR\/USD pair is in the 4th decimal place (0.0001), this would mean that this EUR\/USD quote has a 1-pip spread. <a href=\"http:\/\/feriaempleojuvenil.com\/portfolio\/blog-ui\/\">pips forex<\/a> FOREX.com, registered with the Commodity Futures Trading Commission , lets you trade a wide range of forex markets plus spot metals with low pricing and fast, quality execution on every trade.<\/p>\n<ul>\n<li>A pip is the smallest price change in a currency pair in Forex.<\/li>\n<li>Milan Cutkovic\n<li>Many forex brokers quote prices to one decimal place after a pip.<\/li>\n<li>So, if we run the following code, we will get all the information we need.<\/li>\n<li>For most currency pairs\u2014including, for example, the British pound\/U.S.<\/li>\n<\/ul>\n<p>We&#8217;re also a community of traders that support each other on our daily trading journey. This calculation is probably the  easiest of all; simply multiply\/divide the \u201cfound pip value\u201d  by the exchange rate of your account currency and the currency in question. Notice that this currency pair only goes to two decimal places to measure a 1 pip change in value .<\/p>\n<h2 id=\"toc-4\">Let\u2019s look at an example with the U.S. dollar as the base currency, as in USD\/JPY<\/h2>\n<p>For JPY pairs, one pip is on the 2nd decimal place of the Forex pair, so the second digit after the decimal point is the pip. Most currency pairs are priced out  to four decimal places and a single pip is in the last decimal place. For financial accounts, the pip value is in the quote currency for forex pairs.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"255px\" alt=\"pips forex\"\/><\/p>\n<p>On the other hand, when the USD is the first of the pair , such as with the USD\/CAD pair, the pip value also involves the exchange rate. Divide the size of a pip by the exchange <a href=\"https:\/\/stwolink.com\/keep-an-eye-out-for-announcements-and-important\/\">https:\/\/stwolink.com\/keep-an-eye-out-for-announcements-and-important\/<\/a> rate and then multiply by the trade value. We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Forex Community Pip Values for Other Account Currencies How to calculate the value of a pip? Let\u2019s look at an example with the U.S. dollar as the base currency, as in USD\/JPY &#8220;Pip&#8221; is an acronym for percentage in point or price interest point. A pip is the smallest whole unit price move that [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":""},"categories":[2378],"tags":[],"_links":{"self":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts\/8968"}],"collection":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=8968"}],"version-history":[{"count":1,"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts\/8968\/revisions"}],"predecessor-version":[{"id":8969,"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts\/8968\/revisions\/8969"}],"wp:attachment":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=8968"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=8968"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=8968"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}