Falling Wedge Pattern: Definition and Explanation How to Trade Falling Wedge Pattern{"id":5575,"date":"2021-10-14T18:44:44","date_gmt":"2021-10-14T18:44:44","guid":{"rendered":"https:\/\/roulottemagazine.com\/?p=5575"},"modified":"2023-09-21T16:04:03","modified_gmt":"2023-09-21T16:04:03","slug":"falling-wedge-pattern-definition-and-explanation","status":"publish","type":"post","link":"https:\/\/roulottemagazine.com\/CA\/2021\/10\/falling-wedge-pattern-definition-and-explanation\/","title":{"rendered":"Falling Wedge Pattern: Definition and Explanation How to Trade Falling Wedge Pattern"},"content":{"rendered":"<p>Following a resistance break, a correction to test the newfound support level can sometimes occur. One of the key features of the falling wedge pattern is the volume, which decreases as the channel converges. Following the consolidation of the energy within the channel, the buyers are able to shift the balance to their advantage and launch the price action higher. Usually, a rising wedge pattern is bearish, indicating that a stock that has been on the rise is on the verge of having a breakout reversal, and therefore likely to slide.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"407px\" alt=\"falling wedge pattern meaning\"\/><\/p>\n<p>For this reason, they represent the exhaustion of the previous bullish move. After the two increases, the tops of the two <a href=\"https:\/\/www.xcritical.com\/blog\/falling-wedge-pattern-what-is-it\/\">falling wedge pattern<\/a> rising wedge patterns look like a trend slowdown. Hence, they are bearish wedge patterns in the short-term context.<\/p>\n<h2>Trend Reversal<\/h2>\n<p>For this reason, you might want to consider using the latest MetaTrader 5 trading platform, which you can access here. In both cases, we enter the market after the wedges break through their respective trend lines. This means that if we have a rising wedge, we expect the market to drop an amount equal to the formation\u2019s size. If we have a falling wedge, the equity is expected to increase with the size of the formation.<\/p>\n<div style='text-align:center'><iframe width='560' height='313' src='https:\/\/www.youtube.com\/embed\/KjIlaDkv-D4' frameborder='0' alt='falling wedge pattern meaning' allowfullscreen><\/iframe><\/div>\n<p>We are new here so we ask you to support our views with your likes and comments,<br \/>\nFeel free to ask any questions in the comments, and we&#8217;ll try to answer them all, folks. A falling wedge pattern is seen as a bullish signal as it reflects that a sliding price is starting to lose momentum, and that buyers are starting to move in to slow down the fall. The reversal is either bearish or bullish, depending on how the trend lines converge, what the trading volume is, and&nbsp;whether the wedge is falling or rising.<\/p>\n<h2>How to Trade the Falling Wedge<\/h2>\n<p>Note that the rising wedge pattern formation only signifies the potential for a bearish  move. Depending on the previous market direction, this \u201cbearish wedge\u201d could be either a trend continuation or a reversal. In other words, during an ascending wedge pattern, price is likely to break through the figure\u2019s lower level.<\/p>\n<p>The trend lines drawn above the highs and below the lows on the price chart pattern can converge as the price slide loses momentum and buyers step in to slow the rate of decline. Before the lines converge, the price may breakout above the upper trend line. The best place to practice any strategy is in a market simulator. We suggest flipping through as many charts of the more liquid names in the market. Get out your trend line tools and see how many rising and falling wedges you can spot.<\/p>\n<h2>Definition and Meaning of Falling Wedges<\/h2>\n<p>However, not all wedges highlighted may be ones you would trade. Use your discretion in assessing whether the price has contracted to form a wedge. Both the&nbsp;rising and falling wedge&nbsp;make it relatively easy to identify areas of support or resistance. This is because the pattern itself is formed by  a \u201cstair step\u201d configuration of higher highs and higher lows or lower highs and lower lows.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"401px\" alt=\"falling wedge pattern meaning\"\/><\/p>\n<p>Because the rising wedge pattern is commonly seen after prolonged trends, it can be very useful and effective in trading Bitcoin and other cryptocurrencies. The wedge pattern, for example, may serve as a cautionary indicator of an impending pullback if a cryptocurrency trend has advanced <a href=\"https:\/\/www.xcritical.com\/\">https:\/\/www.xcritical.com\/<\/a> a bit too far a bit too fast. Both of the boundary lines of a rising wedge pattern slope up from the left to the right. The bottom line climbs at a sharper angle as compared to the top one, despite the fact that they both head in the same exact direction, thereby leading to convergence.<\/p>\n<h2>How to spot a Falling Wedge on a chart<\/h2>\n<p>Rising Wedge- On the left upper side of the chart, you can see a rising wedge. Rising wedges usually form during an uptrend and it is denoted by the formation higher highs(HHs) and Higher&#8230; The falling wedge pattern is a continuation pattern formed when price bounces between two downward sloping, converging trendlines. It is considered a bullish chart formation but can indicate both reversal and continuation patterns \u2013 depending on where it appears in the trend. The rising wedge pattern is the opposite of the falling wedge and is observed in down trending markets.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.xcritical.com\/wp-content\/uploads\/2022\/08\/0b2f873c-ff1b-424f-b3e0-5939e002bbac-768x432.webp\" width=\"405px\" alt=\"falling wedge pattern meaning\"\/><\/p>\n<p>Most trading patterns and formations cannot be used on their own, since they simply aren\u2019t profitable enough. Still, they can provide a great foundation, on which you may add various filters and conditions to improve the accuracy of the signal provided. In other words, you try to rule out those patterns that don\u2019t work so well. Instead of going long as the market breaks out to the upside, they wait for the market to revisit the breakout level, ensure that it holds, and then decide to enter the trade.<\/p>\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[75],"tags":[],"_links":{"self":[{"href":"https:\/\/roulottemagazine.com\/wp-json\/wp\/v2\/posts\/5575"}],"collection":[{"href":"https:\/\/roulottemagazine.com\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/roulottemagazine.com\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/roulottemagazine.com\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/roulottemagazine.com\/wp-json\/wp\/v2\/comments?post=5575"}],"version-history":[{"count":1,"href":"https:\/\/roulottemagazine.com\/wp-json\/wp\/v2\/posts\/5575\/revisions"}],"predecessor-version":[{"id":5576,"href":"https:\/\/roulottemagazine.com\/wp-json\/wp\/v2\/posts\/5575\/revisions\/5576"}],"wp:attachment":[{"href":"https:\/\/roulottemagazine.com\/wp-json\/wp\/v2\/media?parent=5575"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/roulottemagazine.com\/wp-json\/wp\/v2\/categories?post=5575"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/roulottemagazine.com\/wp-json\/wp\/v2\/tags?post=5575"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}