{"id":2119,"date":"2024-09-11T16:44:56","date_gmt":"2024-09-11T16:44:56","guid":{"rendered":"https:\/\/guncoupons.net\/?p=2119"},"modified":"2025-02-20T02:37:55","modified_gmt":"2025-02-20T02:37:55","slug":"double-bottom-overview-importance-trading","status":"publish","type":"post","link":"https:\/\/guncoupons.net\/?p=2119","title":{"rendered":"Double Bottom Overview, Importance, Trading Strategies"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"608px\" alt=\"how to trade double bottom pattern\"\/><\/p>\n<p><p>The double bottom pattern is generally considered reliable, especially when confirmed with additional technical indicators and high trading volume during the breakout. The double bottom pattern signals a significant shift in market sentiment from bearish to bullish. A take-profit target is equal to the distance between the bottoms and the neckline and is set just from the neckline. A trader may use a trailing take-profit order if the market sentiment is bullish and there are fundamental factors that can push the price up. Initially, a trader identifies the double bottom on a chart by spotting two similar lows separated by a peak. They then draw a neckline through the peak and wait for the price to break above this line after the second bottom is formed, known as a double bottom breakout.<\/p>\n<\/p>\n<p><p>A stop loss is set a little higher than the broken-out resistance level according to the trading system&#8217;s rules. A stop loss is set a little lower than the broken-out resistance level according to the trading system&#8217;s rules. The resistance level is at the local low of a descending correction between two tops. The resistance level is the local high of an ascending correction between two bottoms. Another example of double bottom formations is in the H4 META Platforms Inc chart. Let us look at an example of the double bottom formation in the BTC\/USD daily chart.<\/p>\n<\/p>\n<p><p>I hope this guide helps you understand how to trade the double bottom pattern with RSI divergence. For more insights on trading patterns and candlestick formations, consider downloading a PDF copy of the Trader\u2019s Manual Handbook. It is considered a bullish reversal&nbsp;chart pattern since the price holds a low two times and eventually continues with a higher high.<\/p>\n<\/p>\n<p><p>If trading volumes grow when the price rises above the neckline, the price is more likely to continue surging. No, the two bottoms in a double bottom do not need to be exactly the same, but they should be close to each other. This slight variation is acceptable and still indicates a significant support level. A higher second bottom can suggest diminishing selling pressure,  highlighting the first low as a stronger support point.<\/p>\n<\/p>\n<ol>\n<li>However, I typically target the most recent high on the 4-hour chart, which could act as the next resistance zone for my take-profit target.<\/li>\n<li>In this article, we will explain what are double top and bottom patterns in trading, how to spot them on price charts\u200b\u200b and how to trade them in the financial markets\u200b\u200b.<\/li>\n<li>The Double Bottom pattern is found in any financial market, including stocks, bonds, Forex, cryptocurrency, and commodity markets.<\/li>\n<li>The Stock Market doesn\u2019t move in one direction; hence, making use of a profit target goal can help a trader cash in on profits and prevent any potential for losses when the market changes direction.<\/li>\n<li>Sometimes, the pullback reaches the breakout point, sometimes it moves past it, and other times, it does not reach it.<\/li>\n<li>They are vital patterns that you can use to identify reversals across all asset classes.<\/li>\n<\/ol>\n<p><h2>Most efficient Forex patterns: a complete guide<\/h2>\n<\/p>\n<p><p>Despite this variability, identical lows often add greater significance to the support level, reinforcing the potential for a bullish reversal\u200b. A double top pattern forms in the chart when the bullish trend reaches its top and is about to turn down. Thus, the price tests the broken-out level, and the pattern continues developing. The double bottom is a reversal pattern that occurs after an extended move down.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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width=\"606px\" alt=\"how to trade double bottom pattern\"\/><\/p>\n<p><h2>What is a Double Tops chart pattern in forex?<\/h2>\n<\/p>\n<p><p>The double bottom pattern common trading mistakes are excessive use of trading leverage and not following trading rules. The double bottom pattern&#8217;s alternative names are a &#8220;double bottom reversal&#8221; or &#8220;twin bottom pattern&#8221;. Understanding its formation, structure, and <a href=\"https:\/\/g-markets.net\/helpful-articles\/how-to-trade-the-double-bottom-pattern\/\">how to trade double bottom pattern<\/a> implications allows you to develop effective trading strategies and improve your decision-making process. Trading the Double Bottom pattern effectively involves a combination of accurate identification, timely execution, and strategic risk management. Common reasons for failure include weak buying pressure, a lack of volume, or external market factors that suddenly increase selling pressure. A failed double bottom occurs when a pattern initially looks like a double bottom but then fails to achieve a breakout above the neckline.<\/p>\n<\/p>\n<ol>\n<li>Sarah Abbas is an SEO content writer with close to two years of experience creating educational content on finance and trading.<\/li>\n<li>The general rule of thumb is never to risk more than 2% of capital per trade.<\/li>\n<li>Target bear\u201d in the stock market usually refers to a market condition where prices are expected to fall, leading to a downward trend or bearish sentiment.<\/li>\n<li>Once it hits this level, the momentum will shift to bullish once again to form the second peak.<\/li>\n<li>I can\u2019t give you the exact win rate for a double-bottom pattern because the result varies from trader to trader, and your level of experience in trading plays an important role.<\/li>\n<\/ol>\n<p><h2>Double Top and Double Bottom Patterns in Trading Explained!<\/h2>\n<\/p>\n<p><p>Others may place it above a more recent swing high or use a trailing stop-loss. At this point, if the momentum had continued higher the pattern would have been void. Instead, it bounced off the neckline and resumed the overall bearish trend before the first low. Here, the trend experienced a more permanent reversal and continued up through the level of resistance as the neckline.<\/p>\n<\/p>\n<p><p>A double bottom pattern is a classic technical analysis charting formation that represents a major change in trend and a momentum reversal from a prior down move in market trading. It describes the drop of a security or index, a rebound, another drop to the same or similar level as the original drop, and finally another rebound (that may become a new uptrend). The double bottom looks like the letter &#8220;W.&#8221; The twice-touched low is now considered a significant support level. A double bottom pattern is a price chart formation that appears at the trend low and signals a soon price movement reversal up. This chart pattern belongs to the Price Action technical analysis technique, which involves analyzing price movements without using additional technical indicators.<\/p>\n<\/p>\n<p><p>The price moves higher when the second trough is formed; it usually rebounds from the support level. A higher trading volume during the second trough can signal strong buying pressure in the Market and increase the likelihood of a trend reversal. The target of a double bottom pattern is typically calculated by measuring the Distance from the bottom of the Pattern to the neckline and projecting that Distance upward from the breakout point. The neckline is a line that connects the highs between the two bottoms of the Pattern. First, Identify the double bottom Pattern, which consists of two distinct lows, then draw the neckline and Measure the Distance from the bottom of the Pattern.<\/p>\n<\/p>\n<p><p>In this article, we will explore the basics of identifying, analyzing, trading, and understanding the risks involved with using these chart patterns. Trading double bottoms and tops can be a profitable strategy for traders who know how to identify and interpret these chart patterns correctly. One of the keys to trading double bottoms\/tops effectively is to wait for confirmation of the pattern before entering a trade. This confirmation is usually indicated by a breakout above or below the neckline, which acts as a support or resistance level. Traders can take profit by measuring the distance between the neckline and the bottom\/top of the pattern and adding it to the breakout point. Stop loss orders should be set just below the neckline to limit potential losses if the pattern fails to confirm.<\/p>\n<\/p>\n<p><p>Premature breakouts can be a problem in Double Bottoms as they occur frequently, depending on the bottom shape. However, there are several disadvantages or cons of using the double top and bottom pattern. In other words, the price faces substantial resistance as bulls struggle to move above it. When this happens, the overall prediction is that the price will then have  a pullback in the near term.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>The double bottom pattern is generally considered reliable, especially when confirmed with additional technical indicators and high trading volume during the breakout. The double bottom pattern signals a significant shift in market sentiment from bearish to bullish. A take-profit target is equal to the distance between the bottoms and the neckline and is set just [&hellip;]<\/p>\n","protected":false},"author":6,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[29],"tags":[],"class_list":["post-2119","post","type-post","status-publish","format-standard","category-forex-trading-2"],"_links":{"self":[{"href":"https:\/\/guncoupons.net\/index.php?rest_route=\/wp\/v2\/posts\/2119","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/guncoupons.net\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/guncoupons.net\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/guncoupons.net\/index.php?rest_route=\/wp\/v2\/users\/6"}],"replies":[{"embeddable":true,"href":"https:\/\/guncoupons.net\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=2119"}],"version-history":[{"count":1,"href":"https:\/\/guncoupons.net\/index.php?rest_route=\/wp\/v2\/posts\/2119\/revisions"}],"predecessor-version":[{"id":2120,"href":"https:\/\/guncoupons.net\/index.php?rest_route=\/wp\/v2\/posts\/2119\/revisions\/2120"}],"wp:attachment":[{"href":"https:\/\/guncoupons.net\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=2119"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/guncoupons.net\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=2119"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/guncoupons.net\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=2119"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}