{"id":21929,"date":"2025-02-05T18:19:56","date_gmt":"2025-02-05T10:19:56","guid":{"rendered":"https:\/\/si.secda.info\/tlsm20220140x\/?p=21929"},"modified":"2025-02-20T09:58:11","modified_gmt":"2025-02-20T01:58:11","slug":"what-is-a-pip-in-forex-trading-just2trade","status":"publish","type":"post","link":"https:\/\/si.secda.info\/tlsm20220140x\/?p=21929","title":{"rendered":"What Is a Pip in Forex Trading? Just2Trade"},"content":{"rendered":"<p><img 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\" width=\"601px\" alt=\"what is the meaning of pip in forex\"\/><\/p>\n<p><p>Before looking at any spread, a beginner trader must understand the concept of bid and ask price. If the instrument is traded in US dollars, then 1 point will be equivalent to $1. Depending on the currency in which the trader keeps their trading capital, these values \u200b\u200bwill be converted based on the current rate.<\/p>\n<\/p>\n<p><p>So, equip yourself with  this knowledge, practice diligently and embark on your forex trading journey with a clear understanding of pips, the building blocks of your potential profits. A pip, also known as a &#8220;point&#8221; in currency trading, is worth 1\/100th of one cent on most exchanges. Forex traders typically use pips to calculate profits and losses when dealing with forex trading transactions. Even though a pip is a very small unit of measurement, forex traders are usually highly leveraged which means even a single pip move in price can mean huge profit or loss. To view an even tighter spread, currency pairs can be given in fractional pips, or \u2018pipettes\u2019, where the decimal place is at 5 places, or 3 places if dealing JPY.<\/p>\n<\/p>\n<p><h2>Applying Pip Values to Trading Strategy<\/h2>\n<\/p>\n<p><img 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\" width=\"601px\" alt=\"what is the meaning of pip in forex\"\/><\/p>\n<p><p>Dukascopy Forex Pip Value Calculator automatically calculates the value of a single pip movement for each trade size, eliminating the need for manual input of currency rates. The system is designed to read the live exchange rate, ensuring precise calculations. What can I say \u2013 there are pips and then there are other pips, and it\u2019s important to understand the pips&#8217; meaning. The base value of a trader\u2019s account will determine the pip value of many different currency pairs.<\/p>\n<\/p>\n<ol>\n<li>Create a Trading Account today and trade with precision and confidence.<\/li>\n<li>In certain markets, &#8220;points&#8221; may refer to a broader price movement than a pip.<\/li>\n<li>Economic events, such as central bank announcements, economic data releases, and geopolitical developments, can significantly impact pip values in the Forex market.<\/li>\n<li>Additionally, the size of your trading position (lot size) influences the monetary value of a pip, as a larger position magnifies the impact of each pip movement.<\/li>\n<li>Analyzing pip values can provide valuable insights into the performance of your trades and overall trading strategy.<\/li>\n<li>Understanding this relationship is crucial for effective risk management and maximizing trading opportunities.<\/li>\n<\/ol>\n<p><p>It is essential to master effective strategies in order to achieve success. This guide is designed to equip you with the knowledge you need to navigate the dynamic CFD market with confidence and ease&#8230; When acquiring our derivative products you have no entitlement, right or obligation to the underlying financial asset.<\/p>\n<\/p>\n<p><p>Suppose a trader is trading the EURUSD currency pair on a USD trading account. They want to place a stop loss of 20 pips with $200 of trading capital. Please note that foreign exchange and other leveraged trading involves significant risk of loss.<\/p>\n<\/p>\n<p><h2>More terms<\/h2>\n<\/p>\n<p><img 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width=\"607px\" alt=\"what is the meaning of pip in forex\"\/><\/p>\n<p><p>Traders use pips to quantify price movements and make informed decisions in the dynamic forex market. The value of a pip in terms of dollars is determined by your trade size or lot size. For a standard lot (100,000 units of the base currency), one pip typically equates to $10. However, for mini lots (10,000 units) and micro lots (1,000 units), the pip value is $1.00 and $0.10 respectively. It&#8217;s essential to consider your account type and trading volume to accurately calculate the pip value for your specific trades.<\/p>\n<\/p>\n<p><p>In conclusion, pips, though seemingly small units, play a fundamental role in forex trading. Understanding how to calculate pip value and its impact on your trades empowers you to make informed decisions and navigate the dynamic forex market. Pips are sometimes used  in the crypto market to measure the movement in the price of a coin.<\/p>\n<\/p>\n<p><h2>Optimizing Trade Entries with Pip Values<\/h2>\n<\/p>\n<p><p>The value of a pip is influenced by both the currency pair being traded and the account currency. Traders should be mindful of this when calculating position sizes and assessing the potential impact on their <a href=\"https:\/\/g-markets.net\/helpful-articles\/what-is-a-pip-using-pips-in-forex-trading\/\">what is the meaning of pip in forex<\/a> account balance. However, if the currency pair price does not hit your profit target, you should exit the trade before the trading day ends by moving to your stop loss or break-even point. Each successful trade in this strategy will guarantee you a profit of at least 50 PIPs that will be equal to $0.005, which for a trading lot size of 100,000 adds up to $500.<\/p>\n<\/p>\n<ol>\n<li>Then, multiply that figure by your lot size, which is the number of base units that you are trading.<\/li>\n<li>Stick to your trading plan, trial and innovate new strategies, and practice proper risk management techniques.<\/li>\n<li>Since all exchange rate movements are measured by PIPs, the smallest change for most of the currency pairs is always 1 PIP.<\/li>\n<li>For currency pairs involving the Japanese Yen (JPY), a pip measures the second decimal place due to the JPY&#8217;s lower value.<\/li>\n<li>TTo do this, you need to multiply the point value by the number of fractional pips in a profitable trade.<\/li>\n<li>Higher leverage amplifies both potential profits and losses per pip movement, making it essential for traders to understand and manage leverage effectively.<\/li>\n<li>72% of retail client accounts lose money when trading CFDs, with this investment provider.<\/li>\n<\/ol>\n<p><p>IG International Limited is licensed to conduct investment business and digital asset business by the Bermuda Monetary Authority. Nearly all forex brokers will work all this out for you automatically, but it\u2019s always good for you to know how they work it out. If you have any further questions or uncertainties, remember that Trendo Broker offers 24\/7 support through your trading platform. Following these steps, the profit from this trade would amount to $59.21. I\u2019d like to visit the website which contains financial products which are suitable for me. Let\u2019s take an example and stick with our two currencies \u2013 the EUR versus USD.<\/p>\n<\/p>\n<p><p>Virtual Assets are volatile and their value may fluctuate, which can lead to potential gains or significant losses. If you do not understand the risks involved, or if you have any questions regarding the PrimeXBT products, you should seek independent financial and\/or legal advice if necessary. The volume of trade refers to the number of currency pairs traded in the forex market in a particular time period.<\/p>\n<\/p>\n<p><p>Pips serve as a standardized measure for quantifying price movements in the forex market. Traders utilize pips to gauge potential profitability, set stop-loss and take-profit levels, and make informed trading decisions. Margin trading involves a high level of risk and is not suitable for everyone. Margin Forex and CFDs are highly leveraged products, which means both gains and losses are magnified. You should only trade in these products if you fully understand the risks involved and can afford to incur losses.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Before looking at any spread, a beginner trader must underst [&hellip;]<\/p>\n","protected":false},"author":152,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"aside","meta":[],"categories":[92],"tags":[],"_links":{"self":[{"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/posts\/21929"}],"collection":[{"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/users\/152"}],"replies":[{"embeddable":true,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=21929"}],"version-history":[{"count":1,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/posts\/21929\/revisions"}],"predecessor-version":[{"id":21930,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/posts\/21929\/revisions\/21930"}],"wp:attachment":[{"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=21929"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=21929"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=21929"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}