{"id":6862,"date":"2022-10-29T02:55:11","date_gmt":"2022-10-29T02:55:11","guid":{"rendered":"https:\/\/www.vsconengineering.com\/vscon\/?p=6862"},"modified":"2023-10-10T05:53:33","modified_gmt":"2023-10-10T05:53:33","slug":"what-is-falling-wedge-bullish-patterns-en","status":"publish","type":"post","link":"https:\/\/www.vsconengineering.com\/vscon\/2022\/10\/29\/what-is-falling-wedge-bullish-patterns-en\/","title":{"rendered":"What is Falling Wedge Bullish Patterns EN"},"content":{"rendered":"<p>In a perfect world, the falling wedge would form after an extended downturn to mark the final low; then it would break up from there. Like with bullish pennants, this causes the market\u2019s price to consolidate. But consolidation can\u2019t last forever, and without enough bullish sentiment to recover, the market turns bearish once more.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"403px\" alt=\"falling wedge bullish or bearish\"\/><\/p>\n<p>Having said that, here is what a falling wedge might tell us about how market players act at the moment. The stock market is a perfect example of this, where the continuous improvements of the economy over time drives the bullish trend. As its name suggests, it resembles a wedge where both lines are falling. The image below breaks down the pattern to make it easier to get an overview of all the criteria you need to consider. We have a basic stock trading course, swing trading course, 2  day trading courses, 2 options courses, 2 candlesticks courses, and broker courses to help you get started.<\/p>\n<h2>Are Candlestick Patterns Reliable<\/h2>\n<p>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. After passing through the bottom boundary line, prices normally fall. Wedge patterns are frequently, but not always, trend reversal patterns. Many traders prefer that  the volume is decreasing as the pattern forms and the market goes further and further into the wedge.<\/p>\n<div style='border: black solid 1px;padding: 10px;'>\n<h3>ETH Shaky at $1.6K but This Bullish Sign Gives Hope (Ethereum Price Analysis) &#8211; CryptoPotato<\/h3>\n<p>ETH Shaky at $1.6K but This Bullish Sign Gives Hope (Ethereum Price Analysis).<\/p>\n<p>Posted: Wed, 20 Sep 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiZGh0dHBzOi8vY3J5cHRvcG90YXRvLmNvbS9ldGgtc2hha3ktYXQtMS02ay1idXQtdGhpcy1idWxsaXNoLXNpZ24tZ2l2ZXMtaG9wZS1ldGhlcmV1bS1wcmljZS1hbmFseXNpcy_SAWhodHRwczovL2NyeXB0b3BvdGF0by5jb20vZXRoLXNoYWt5LWF0LTEtNmstYnV0LXRoaXMtYnVsbGlzaC1zaWduLWdpdmVzLWhvcGUtZXRoZXJldW0tcHJpY2UtYW5hbHlzaXMvP2FtcA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>They will give you a competitive advantage over other traders and investors in the market, while also bringing in more money to your account if you use them properly. Falling wedge patterns are bigger overall patterns that form a big bearish move to the downside. They form by connecting 2-3 points on both support and resistance levels.<\/p>\n<h2>Chart Patterns Wedges<\/h2>\n<p>We recommend that you seek independent advice and ensure you fully understand the risks involved before trading. This information has been prepared by IG, a trading name of IG US LLC. This material does not contain a record of our trading prices, or an offer of, or solicitation for, a transaction in any financial instrument. You should not treat any opinion expressed in this material as a specific inducement to make any investment or follow any strategy, but only as an expression of opinion.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"404px\" alt=\"falling wedge bullish or bearish\"\/><\/p>\n<p>You\u2019ll see how other members are doing it, share charts, share ideas and gain knowledge. A good upside target would be the height of the wedge formation. Notice how the falling trend line connecting the highs is steeper than the trend line connecting the lows. As you can see, the price came from a downtrend before consolidating and sketching higher highs and even higher lows. What is most important is that overall pattern respects the general steps mentioned above. Not all wedges will end in a breakout \u2013 so you\u2019ll want to confirm the move before opening your position.<\/p>\n<h2>Rising wedge example: Russell 2000<\/h2>\n<p>As with any trade, proper position sizing and a stop loss should be used to minimize losing trades. When the price of a security has been declining over time, a wedge pattern might form just before the trend reaches its lowest. The original definition of the falling wedge includes a recommendation with regards to volume, and dictates that it\u2019s preferable if it falls as the pattern is forming. By watching the size and direction of the gaps in the market, we may get a better sense of the prevailing market sentiment. For instance, if the market performs a lot of bullish gaps, we can be a little more certain that bulls are in control, and that the chances of seeing an upward-facing breakout is bigger. Most trading patterns and formations cannot be used on their own, since they simply aren\u2019t profitable enough.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"402px\" alt=\"falling wedge bullish or bearish\"\/><\/p>\n<p>Bearish pennants and bullish pennants can indicate that major price action is on the cards \u2013 so understanding them is crucial for any technical trader. Here\u2019s an introduction to how pennants work, and how to trade them. In this article, we\u2019ll discuss what the falling wedge pattern is, how to identify it and use it on Redot. Leveraged trading in foreign currency or off-exchange products on margin carries significant risk and may not be suitable for all investors. We advise you to carefully consider whether trading is appropriate for you based on your personal circumstances.<\/p>\n<h2>Falling Wedge Vs Triangle<\/h2>\n<p>A rising wedge formed after an uptrend usually leads to a REVERSAL (downtrend) while a rising wedge formed during a downtrend typically results in a CONTINUATION (downtrend). In a bullish pennant, strong positive sentiment causes a market to spike higher (forming the pole). The buyers that have pushed the market higher then might back off and take profit, while bears sense the potential for a retracement. This parity between supply and demand causes its price to consolidate. Another common signal of a wedge that\u2019s close to breakout is falling volume as the market consolidates. A spike in volume after it breaks out is a good sign that a bigger move is on the cards.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"406px\" alt=\"falling wedge bullish or bearish\"\/><\/p>\n<p>One of them is a rising wedge pattern, and the other one is a falling wedge pattern. In the case of the falling wedge, this usually is a small distance below the wedge. The most important aspect is to place the stop at a level where the market is given room to have its random price swings bounce around, without it impacting hitting the stop too often. The concept of false breakouts isn\u2019t only a concern when it comes to entry triggers, but stop losses placed too close could easily be hit for no apparent reason.<\/p>\n<h2>Falling Wedge Pattern: Definition and Explanation How to Trade Falling Wedge Pattern<\/h2>\n<p>Once prices move out of the specific boundary lines of a falling wedge, they are more likely to move sideways and saucer-out before they resume the basic trend. It is created when the price action forms a series of lower highs and lower lows. It is bullish if it forms in an uptrend and bearish if it forms in a downtrend.<\/p>\n<p><a href=\"https:\/\/www.xcritical.com\/blog\/falling-wedge-pattern-what-is-it\/\"><\/p>\n<figure><img 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' alt='falling wedge bullish or bearish' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='405px'\/><\/figure>\n<p><\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>In a perfect world, the falling wedge would form after an extended downturn to mark the final low; then it would break up from there. Like with bullish pennants, this causes the market\u2019s price to consolidate. But consolidation can\u2019t last forever, and without enough bullish sentiment to recover, the market turns bearish once more. Having [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[231],"tags":[],"class_list":["post-6862","post","type-post","status-publish","format-standard","hentry","category-fintech-5"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/www.vsconengineering.com\/vscon\/wp-json\/wp\/v2\/posts\/6862","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.vsconengineering.com\/vscon\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.vsconengineering.com\/vscon\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.vsconengineering.com\/vscon\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.vsconengineering.com\/vscon\/wp-json\/wp\/v2\/comments?post=6862"}],"version-history":[{"count":1,"href":"https:\/\/www.vsconengineering.com\/vscon\/wp-json\/wp\/v2\/posts\/6862\/revisions"}],"predecessor-version":[{"id":6863,"href":"https:\/\/www.vsconengineering.com\/vscon\/wp-json\/wp\/v2\/posts\/6862\/revisions\/6863"}],"wp:attachment":[{"href":"https:\/\/www.vsconengineering.com\/vscon\/wp-json\/wp\/v2\/media?parent=6862"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.vsconengineering.com\/vscon\/wp-json\/wp\/v2\/categories?post=6862"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.vsconengineering.com\/vscon\/wp-json\/wp\/v2\/tags?post=6862"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}