{"id":6165,"date":"2023-02-28T22:17:31","date_gmt":"2023-03-01T01:17:31","guid":{"rendered":"http:\/\/www.maisinterativo.com.br\/wordpress\/?p=6165"},"modified":"2023-07-17T06:32:15","modified_gmt":"2023-07-17T09:32:15","slug":"what-is-a-pip-in-forex-definition-and-example","status":"publish","type":"post","link":"http:\/\/www.maisinterativo.com.br\/wordpress\/2023\/02\/28\/what-is-a-pip-in-forex-definition-and-example\/","title":{"rendered":"What is a Pip in Forex? definition and example"},"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\">How to Find the Pip Value in Your Trading Account\u2019s Currency<\/a><\/li>\n<li><a href=\"#toc-1\">How do pips work?<\/a><\/li>\n<li><a href=\"#toc-2\">How to calculate pips<\/a><\/li>\n<li><a href=\"#toc-4\">Calculating profit and loss based on pips<\/a><\/li>\n<li><a href=\"#toc-5\">Calculating Pip Value<\/a><\/li>\n<li><a href=\"#toc-6\">Learn first. Trade CFDs with virtual money.<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"what is a pip in forex\"\/><\/p>\n<p>A pip is the smallest amount by which a currency can move up or down. A pip\u2019s movement can have an impact on forex traders, as it would represent either a profit or a loss, depending on the direction. Leverage, or borrowing money from your broker in order to trade it, can magnify both profits&nbsp; and losses. Yet it can also affect the value of a pip as it increases the lot size. 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.<\/p>\n<p>Notice that this currency pair only goes to two decimal places to measure a 1 pip change in value (most of the other currencies have four decimal places). Let\u2019s look at the US dollar\u2019s base currency versus when it is different. The value of a pip varies per currency depending on how the currency is traded. On some platforms, you will have four digits (pips), but others will show 5 (pipettes). A pip is the smallest amount that a forex pair can move up or down.<\/p>\n<h2 id=\"toc-0\">How to Find the Pip Value in Your Trading Account\u2019s Currency<\/h2>\n<p>Fractional pips are smaller than pips and, thus, a  more precise measurement. They appear as a superscript numeral at the end of a quoted exchange rate. PrimeXBT products are complex instruments and come with a high risk of losing money rapidly due to leverage.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"251px\" alt=\"what is a pip in forex\"\/><\/p>\n<p>His team is also behind the Axi VIP portal, dedicated to continuing to guide and educate traders. The \u201cbid\u201d is the price at which you can sell the base currency, whereas the \u201cask\u201d is the price at which you <a href=\"https:\/\/www.bigshotrading.info\/blog\/what-is-a-pip-in-forex-and-are-they-useful\/\">what is a pip in forex<\/a> can buy the base currency. The bid and ask prices can be found inside the MetaTrader 4 trading platform. Before looking at any spread, a beginner trader must understand the concept of bid and ask price.<\/p>\n<h2 id=\"toc-1\">How do pips work?<\/h2>\n<p>Important legal documents in relation to our products and services are available on our website. You should read and understand these documents before applying for any AxiTrader products or services and obtain independent professional advice as necessary. Discover the power and simplicity of trading divergence signals across the forex markets. This term is also used in forex in place of &#8216;pipette&#8217;, to refer to the movement of the 5th decimal place.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is 100 pips per day?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>To make 100 pips a day in forex, traders need to have a good risk-reward ratio and use stop-loss orders to limit their losses. Traders also need to have a good understanding of their trading capital and only risk a small percentage of their capital on each trade.<\/p>\n<\/div><\/div>\n<\/div>\n<p>For example, the smallest whole unit move the USD\/CAD currency pair can make is $0.0001 or one basis point. Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology. He is a CFA charterholder as well as holding FINRA Series 7, 55 &amp; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem.<\/p>\n<h2 id=\"toc-2\">How to calculate pips<\/h2>\n<p>A pip calculator enables you to calculate the value of a pip in different accounts depending on the size of your trade. This article will explain everything you need to know about pips, including where they come from, how <a href=\"https:\/\/www.bigshotrading.info\/blog\/what-is-bull-call-spread\/\">https:\/\/www.bigshotrading.info\/blog\/what-is-bull-call-spread\/<\/a> to calculate them, and how understanding their role can help improve trading performance. All you need to do is choose your base currency and trade size, and which market you want to trade, and we\u2019ll do the rest for you.<\/p>\n<p>On trading platforms, the digit representing a tenth of a pip usually appears to the right of the two larger digits. If the value of the GBP rises against the dollar by 100 pips then we would see a move like this. If the value of the GBP rises against the dollar by 10 pips then we would see a move like this. Today the traders should pay attention to the Retail sales in Canada. The most impactful releases of this week will fill the market with volatility and sharp movements. In trading, a point is the number to the left of the decimal point.<\/p>\n<p>You will need to do your own research, remember that markets can move in a direction that can damage your position, and never trade with more money than you can afford to lose. In forex, pips are the crucial element that, ultimately, measure a trader\u2019s profit or loss. They are the smallest decimal point of a quoted currency price, normally at the fourth number after the decimal point (0.0001), however, the second for JPY (0.01). When GBP is your quote currency, then you have to factor the exchange rate in.<\/p>\n<div style='text-align:center'><iframe width='569' height='313' src='https:\/\/www.youtube.com\/embed\/zhlvxTH-dfc' frameborder='0' alt='what is a pip in forex' allowfullscreen><\/iframe><\/div>\n<p>CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. 72% 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. CFD and Forex Trading are leveraged products and your capital is at risk.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content How to Find the Pip Value in Your Trading Account\u2019s Currency How do pips work? How to calculate pips Calculating profit and loss based on pips Calculating Pip Value Learn first. Trade CFDs with virtual money. A pip is the smallest amount by which a currency can move up or down. A pip\u2019s movement&hellip; <a class=\"more-link\" href=\"http:\/\/www.maisinterativo.com.br\/wordpress\/2023\/02\/28\/what-is-a-pip-in-forex-definition-and-example\/\">Continuar lendo <span class=\"screen-reader-text\">What is a Pip in Forex? definition and example<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[54],"tags":[],"class_list":["post-6165","post","type-post","status-publish","format-standard","hentry","category-forex-trading","entry"],"_links":{"self":[{"href":"http:\/\/www.maisinterativo.com.br\/wordpress\/wp-json\/wp\/v2\/posts\/6165","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/www.maisinterativo.com.br\/wordpress\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.maisinterativo.com.br\/wordpress\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.maisinterativo.com.br\/wordpress\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/www.maisinterativo.com.br\/wordpress\/wp-json\/wp\/v2\/comments?post=6165"}],"version-history":[{"count":1,"href":"http:\/\/www.maisinterativo.com.br\/wordpress\/wp-json\/wp\/v2\/posts\/6165\/revisions"}],"predecessor-version":[{"id":6166,"href":"http:\/\/www.maisinterativo.com.br\/wordpress\/wp-json\/wp\/v2\/posts\/6165\/revisions\/6166"}],"wp:attachment":[{"href":"http:\/\/www.maisinterativo.com.br\/wordpress\/wp-json\/wp\/v2\/media?parent=6165"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.maisinterativo.com.br\/wordpress\/wp-json\/wp\/v2\/categories?post=6165"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.maisinterativo.com.br\/wordpress\/wp-json\/wp\/v2\/tags?post=6165"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}