{"id":184,"date":"2022-08-31T00:30:53","date_gmt":"2022-08-31T00:30:53","guid":{"rendered":"https:\/\/drshafie.ir\/?p=184"},"modified":"2024-05-10T05:13:00","modified_gmt":"2024-05-10T05:13:00","slug":"what-is-retracement-in-forex-why-it-issues-to-a","status":"publish","type":"post","link":"https:\/\/drshafie.ir\/?p=184","title":{"rendered":"What Is Retracement In Forex: Why It Issues To A Trader?"},"content":{"rendered":"<p>You agree that LearnFX isn&#8217;t answerable for any losses or damages you might incur on account of any action you may take relating to the knowledge contained on this web site. Fibonacci retracement ranges are assist and resistance ranges at which prices begin to make a rebound. The ranges include percentage factors of Fibonacci numbers that are calculated by simply drawing a line between two particular worth factors on a chart. They work as retracements as a  outcome of many people use them in their evaluation. When the price gets close to the help and resistance ranges, merchants begin putting orders, consequently, the value either breaks the numerous degree or retraces. Again, it could be very important do not overlook that a retracement is a minor or short-term pullback in the price of a stock or index.<\/p>\n<div style='text-align:center'><iframe width='563' height='310' src='https:\/\/www.youtube.com\/embed\/Src8KcRn3Lw' frameborder='0' alt='Retracement in Forex Trading' allowfullscreen><\/iframe><\/div>\n<p>Where Fibonacci retracement levels show how long a retracement might proceed, Fibonacci extensions present the place the price will go once a retracement ends with what\u2019s known as Impulse Waves. Retracement and reversal developments are very much relevant within the foreign exchange market as it is in different monetary markets. A development retracement which is a collection of retracements are pullbacks throughout an open trade that don\u2019t impression the general value trend. Similarly, a pattern reversal where value trends repeatedly fluctuate from uptrends to downtrends and vice versa is inevitable in trading.<\/p>\n<p>The most common percentage-based retracement levels are 25%, 33%, 50%, and 66%. But, some traders also use other percentage levels, such as 10%, 20%, 40%, 60%, 80%, and 90%. These levels are based on completely different logic, such as utilizing multiples of 10 or 20 or dividing the Fibonacci numbers by a hundred. To use percentage-based retracements, first identify the newest swing excessive and swing low.<\/p>\n<h2>What Are Fibonacci Retracement Levels?<\/h2>\n<p>Like its retracement counterpart, Fibonacci extension ranges are additionally based mostly on Fibonacci ratios (percentages). The extra well-known ones are 61.8%, 100%, 161.8%, 200%, and 261.8%. Like Fibonacci retracements, Fibonacci extensions aren&#8217;t meant for use as a sole indicator for a trader\u2019s buy determination.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"Retracement in Forex Trading\"\/><\/p>\n<p>Ideally, this technique is one that looks for the confluence of several indicators to establish potential reversal areas providing low-risk, high-potential-reward trade entries. We introduce folks to the world of trading currencies, each fiat and crypto, through our non-drowsy instructional content material and tools. We&#8217;re additionally a neighborhood of traders that help each other on our every day buying and selling journey. For instance, traders can use the Fibonacci ranges of 23.6%, 38.2%, 50%, 61.8%, and seventy eight.6% to locate the potential assist and resistance zones out there. In an uptrend, the Fibonacci levels might act as support zones, the place the value could bounce and resume the uptrend.<\/p>\n<p>Fibonacci retracement can turn out to be much more highly effective when used along side other indicators or technical alerts. Investopedia Academy&#8217;s&nbsp;Technical Analysis course&nbsp;covers these indicators in addition to how to rework patterns into actionable buying and selling plans. A retracement refers again to the temporary reversal of an overarching pattern in a stock&#8217;s worth. Distinct from a reversal, retracements are short-term intervals of motion towards a development, adopted by a return to the earlier trend. By using this technical device at the aspect of candlestick chart patterns mentioned earlier, a forex dealer may have the  ability to get a high probability of a reversal.<\/p>\n<p>If you enter earlier than the&nbsp;retracement, you&#8217;ll not know in case you are in&nbsp;a&nbsp;retracement or&nbsp;a&nbsp;reversal as quickly as value turns around. Traders wait for prices to method these Fibonacci levels and act in accordance with their strategy. Usually, they look for a reversal signal on these widely watched retracement ranges earlier than opening their positions. The mostly used of the three ranges is the 0.618 \u2013 the inverse of the golden ratio (1.618), denoted in mathematics by the Greek letter \u03c6.<\/p>\n<h2>Recap Of The Key Takeaways<\/h2>\n<p>Here, a dealer specifies the maximum quantity or share they&#8217;re willing to lose on a trade at which point they might additionally exit the trade. On the contrary, profit targets are price ranges that a dealer can set at which they might exit a trade within the hopes of gaining or taking revenue. Aside from retracement levels, Fibonacci extensions are one other device that can be added to a trader\u2019s arsenal of methods. Rather than just focusing on stop-loss orders, revenue targets are one thing else that traders can benefit from to amass a fair profit on their commerce.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.xcritical.com\/wp-content\/uploads\/2022\/08\/07eb9f8b-8c09-4e26-badb-2d8ada65eb0b-768x512.webp\" width=\"306px\" alt=\"Retracement in Forex Trading\"\/><\/p>\n<p>Given the risky nature of financial markets, merchants rely heavily on technical instruments like Fibonacci retracements to make better sense of worth charts. Even the slightest price motion can set off entry or exit points that could culminate in losses or profits. Percentage-based retracements use easy and glued <a href=\"https:\/\/www.xcritical.com\/\" target=\"_blank\" rel=\"noopener\">https:\/\/www.xcritical.com\/<\/a> percentages to measure the worth movement. For instance, 25%, 33%, 50%, and 66% cut up the previous transfer and identify potential ranges of reversal. Short-term trading also indicators more market volatility which makes potential resistance and support levels much less predictable.<\/p>\n<h2>Retracement In Foreign Exchange: A Whole Information For Traders<\/h2>\n<p>In addition, 100 percent and 161.8% levels are also significant in the Fibonacci Retracement indicator. Fibonacci retracements are used on quite so much of financial instruments, together with stocks, commodities, and international foreign money exchanges. However, as with different technical indicators, the predictive worth is proportional to the time-frame used, with higher weight given to longer timeframes. For instance, a 38.2% retracement on a weekly chart is a much more essential technical stage than a 38.2% retracement on a five-minute chart. The 50% retracement level is normally included within the grid of Fibonacci ranges that might be drawn using charting software program. While the 50% retracement stage just isn&#8217;t based mostly on a Fibonacci number, it is extensively considered as an necessary potential reversal level, notably acknowledged in Dow Theory&nbsp;and likewise within the work of W.D.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.xcritical.com\/wp-content\/uploads\/2022\/11\/market-maker-crypto-70-768x512.webp\" width=\"306px\" alt=\"Retracement in Forex Trading\"\/><\/p>\n<p>We have additionally discovered the means to trade these ranges utilizing varied methods and strategies. They can also assist them manage their risk and reward, and improve their trading performance. With Fibonacci ranges, foreign exchange traders are capable of strategise their entry factors, stop-loss and take revenue orders. Among the plethora of technical analyses that help traders do the identical, Fibonacci retracement levels are favoured for the objectivity they provide merchants. Due to the Fibonacci being a numerical type of buying and selling strategy, many merchants find it simpler to keep their feelings in verify whereas trading.<\/p>\n<h2>Fibonacci Buying And Selling For Long-term Or Short-term?<\/h2>\n<p>To use Fibonacci retracements, you want to determine the latest swing excessive and swing low of the price motion, and draw a line from one to the opposite. Then, you should apply the Fibonacci retracement tool, which can divide the road into the Fibonacci ranges. The Fibonacci retracement device is on the market in most charting software program and platforms.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.xcritical.com\/wp-content\/uploads\/2022\/08\/what-apecoin-ape-768x512.webp\" width=\"308px\" alt=\"Retracement in Forex Trading\"\/><\/p>\n<p>Additionally, extension ranges point out attainable worth reversals. When you take a look at&nbsp;Forex charts, you&#8217;ll notice that the&nbsp;market at all times strikes in&nbsp;this common method. Within most developments in&nbsp;most time durations, even very sturdy tendencies, retracements are how the&nbsp;market strikes. You can consider&nbsp;it as&nbsp;two steps ahead, one step back, two steps ahead, one step again. Fibonacci retracements are retracements which occur at&nbsp;Fibonacci ranges.<\/p>\n<h2>Best Books On Tips On How To Commerce Foreign Exchange \u2013 Top Picks<\/h2>\n<p>He has taught over 25,000 college students by way of his Price Action Trading Course since 2008. Retracements can be bullish or bearish, depending on the broader trend. A retracement of a bullish pattern could be bearish and vice versa.<\/p>\n<p>They do that depending on their trading technique and threat urge for food. Retracements can happen in any time-frame and any market, corresponding <a href=\"https:\/\/www.xcritical.com\/blog\/how-to-use-the-fibonacci-retracement-indicator\/\" target=\"_blank\" rel=\"noopener\">fibonacci indicator<\/a> to stocks, foreign exchange, commodities, and cryptocurrencies. You can view retracements as short-term fluctuations within a larger development, or as part of a correction within a cycle.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>You agree that LearnFX isn&#8217;t answerable for any losses or damages you might incur on account of any action you may take relating to the knowledge contained on this web site. Fibonacci retracement ranges are assist and resistance ranges at which prices begin to make a rebound. The ranges include percentage factors of Fibonacci numbers [&hellip;]<\/p>\n","protected":false},"author":28,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[10],"tags":[],"class_list":["post-184","post","type-post","status-publish","format-standard","hentry","category-fintech-2"],"_links":{"self":[{"href":"https:\/\/drshafie.ir\/index.php?rest_route=\/wp\/v2\/posts\/184","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/drshafie.ir\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/drshafie.ir\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/drshafie.ir\/index.php?rest_route=\/wp\/v2\/users\/28"}],"replies":[{"embeddable":true,"href":"https:\/\/drshafie.ir\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=184"}],"version-history":[{"count":1,"href":"https:\/\/drshafie.ir\/index.php?rest_route=\/wp\/v2\/posts\/184\/revisions"}],"predecessor-version":[{"id":185,"href":"https:\/\/drshafie.ir\/index.php?rest_route=\/wp\/v2\/posts\/184\/revisions\/185"}],"wp:attachment":[{"href":"https:\/\/drshafie.ir\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=184"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/drshafie.ir\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=184"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/drshafie.ir\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=184"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}