{"id":1809,"date":"2024-07-12T22:14:13","date_gmt":"2024-07-12T20:14:13","guid":{"rendered":"https:\/\/www.pldartech.com\/?p=1809"},"modified":"2025-03-10T17:14:55","modified_gmt":"2025-03-10T16:14:55","slug":"rising-wedge-pattern-is-a-technical-analysis-chart","status":"publish","type":"post","link":"https:\/\/www.pldartech.com\/it\/rising-wedge-pattern-is-a-technical-analysis-chart\/","title":{"rendered":"Rising Wedge Pattern is a technical analysis chart pattern"},"content":{"rendered":"<p>Also, read about the Forex Mentors and the best investment you can make. See the lesson on the head and shoulders pattern as well as the inverse head and shoulders for detailed instruction. Or in the case of the example below, the inverse head and shoulders. Regardless of which stop loss strategy you choose, just remember to always place your stop at a level that would invalidate the setup if hit. Our team of writers strives to provide accurate and genuine reviews and articles, and all views and opinions expressed on our site are solely those of the authors.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"407px\" alt=\"what does a falling wedge mean in trading\"\/><\/p>\n<p>In this first example, a rising wedge formed at the end of an uptrend. This is measured by taking the height of the back of the wedge and by extending that distance up from the trend line breakout. The first option is more safe as you have no guarantees whether the pull back will occur at all. On the other hand, the second option gives you an entry at a better price. A stop-loss order should be placed within the wedge, near the upper line. Any close within the territory of a wedge invalidates the pattern.<\/p>\n<h2>Wedge pattern<\/h2>\n<p>Rising and falling wedges are a technical chart pattern used to predict trend continuations and trend reversals. In many cases, when the market is trending, a wedge pattern will develop on the chart. This wedge could be either a rising wedge pattern or falling wedge pattern. The can either appear as a bullish wedge or bearish wedge depending on the context. Thus, a wedge on the chart could have continuation or reversal characteristics depending on the trend direction and wedge type. A rising wedge pattern is a bearish reversal pattern that occurs in an uptrend.<\/p>\n<div style='border: grey dotted 1px;padding: 14px;'>\n<h3>Trading a rising or falling wedge pattern &#8211; FOREX.com<\/h3>\n<p>Trading a rising or falling wedge pattern.<\/p>\n<p>Posted: Wed, 28 Sep 2022 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiY2h0dHBzOi8vd3d3LmZvcmV4LmNvbS9lbi9tYXJrZXQtYW5hbHlzaXMvbGF0ZXN0LXJlc2VhcmNoL3RyYWRpbmctYS1yaXNpbmctb3ItZmFsbGluZy13ZWRnZS1wYXR0ZXJuL9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>A wedge pattern in trading is a technical analysis pattern that is formed by price movements that are converging to a point. It is formed when the highs and lows of price movements are moving in a narrowing range, forming a triangle shape. As previously stated, during an uptrend, falling wedge patterns can indicate a potential increase, while rising wedge patterns can signal a potential decrease. Notice that the two falling wedge patterns on the image develop after a price increase and they play the role of trend correction. There is difficulty identifying this pattern sometimes due to its dual interpretation as both a bullish continuation and a bullish reversal pattern. As per the ongoing scenario, there are separate market conditions that need to be considered.<\/p>\n<h2>Is the Falling Wedge a Reversal or Continuation Pattern?<\/h2>\n<p>Harness the market intelligence you need to build your trading strategies. From beginners to experts, all traders need to know a wide range of technical terms. If you are interested in Fibs check out our Fibonacci trading strategies. You need to have a series of lower highs followed by a series of lower lows, the more the better. Each lower point should be lower than the previous lows and each higher point should be lower than the previous high. Before we begin, we at Trading Strategy Guides want to thank you for checking out our content.<\/p>\n<ul>\n<li>The blue arrows next to the wedges show the size of each edge and the potential of each position.<\/li>\n<li>Like most price patterns, you\u2019ll be able to trade this pattern with any market and any time frame.<\/li>\n<li>No representation or warranty is given as to the accuracy or completeness of the above information.<\/li>\n<li>Traders identifying bullish reversal signals would want to look for trades that benefit from the security\u2019s rise in price.<\/li>\n<li>This is the natural exposure why the chart patterns are garbage.<\/li>\n<\/ul>\n<p>When it comes to price action trading, the most important thing is recognizing identifiable patterns in the market. The rising wedge pattern is characterized by a chart pattern  which forms when the market makes higher highs and higher lows with a contracting range. When this pattern is found in an uptrend, it is considered a reversal pattern, as the contraction of the range indicates that the uptrend is losing strength.<\/p>\n<h2>When is the best Timeframe to Use the Rising Wedge Pattern?<\/h2>\n<p>When this pattern is found in a downward trend, it is considered a reversal pattern, as the contraction of the range indicates the downtrend is losing steam. There are several chart patterns that share similarities with the rising wedge pattern, both in structure and in the trading strategies they inform. 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.<\/p>\n<div style='text-align:center'><iframe width='561' height='315' src='https:\/\/www.youtube.com\/embed\/0lzIHtIdMJk' frameborder='0' alt='what does a falling wedge mean in trading' allowfullscreen><\/iframe><\/div>\n<p>Calculate the maximum height of the pattern and project that distance up from the breakout point. Falling wedges  work well as part of a broader momentum or reversal trading strategy. Use them in conjunction with other indicators that confirm the potential trend change, like moving average crosses or bullish divergences on oscillators.<\/p>\n<h2>What Does a Falling Wedge Mean in Trading?<\/h2>\n<p>Asktraders is a free website that is supported by our advertising partners. As such we may earn a commision when you make a purchase after following a link from our website. Paying attention to volume figures is really important at this stage. The continuous trend of a decreasing volume is significant as it tells us that the buyers, who are still in control despite the pull back, are not investing much resources yet. Get virtual funds, test your strategy and prove your skills in real market conditions.<\/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='what does a falling wedge mean in trading' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='409px'\/><\/figure>\n<p><\/a><\/p>\n<p>In this case, the price consolidated for a bit after a strong rally. This could mean that buyers simply paused to catch their breath and probably recruited more people to join the bull camp. Tradimo helps people to actively take control of their financial future by teaching them how to trade, invest and manage their personal finance. ThinkMarkets ensures high levels of client satisfaction with high client retention and conversion rates.<\/p>\n<h2>Options Strategies for Trading Falling Wedges<\/h2>\n<p>It is a type of formation in which trading activities are confined within converging straight lines which form a pattern. This pattern has a rising or falling slant pointing in the same direction. It differs from the triangle in the sense that both boundary lines either slope up or down. Price breaking out point creates another difference from the triangle. Falling and rising wedges are a small part of intermediate or major trend. As they are reserved for minor trends, they are not considered to be major patterns.<\/p>","protected":false},"excerpt":{"rendered":"<p>Also, read about the Forex Mentors and the best investment you can make. See the lesson on the head and shoulders pattern as well as the inverse head and shoulders for detailed instruction. Or in the case of the example below, the inverse head and shoulders. Regardless of which stop loss strategy you choose, just [&hellip;]<\/p>","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[17],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v21.3 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Rising Wedge Pattern is a technical analysis chart pattern - PLD Artech<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.pldartech.com\/it\/rising-wedge-pattern-is-a-technical-analysis-chart\/\" \/>\n<meta property=\"og:locale\" content=\"it_IT\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Rising Wedge Pattern is a technical analysis chart pattern - PLD Artech\" \/>\n<meta property=\"og:description\" content=\"Also, read about the Forex Mentors and the best investment you can make. 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