{"id":10738,"date":"2024-11-21T13:21:31","date_gmt":"2024-11-21T13:21:31","guid":{"rendered":"https:\/\/www.ismail.aenawebsolution.com\/?p=10738"},"modified":"2025-02-19T22:59:42","modified_gmt":"2025-02-19T22:59:42","slug":"how-can-you-use-the-ascending-triangle-in-trading-2","status":"publish","type":"post","link":"https:\/\/www.ismail.aenawebsolution.com\/?p=10738","title":{"rendered":"How Can You Use the Ascending Triangle in Trading? Market Pulse"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"604px\" alt=\"rising triangle pattern\"\/><\/p>\n<p><p>As the price continues to oscillate between these two trendlines, it signifies a period of equilibrium between buyers and sellers. However, since the lower trendline is going upwards, it suggests that buyers are gradually gaining control, pushing the price higher over time. Ascending and descending triangles are the opposite types of the triangle pattern.<\/p>\n<\/p>\n<p><p>The only drawback with this method is you will miss some opportunities because the market doesn\u2019t always pull back. A breakout requires strong momentum, which is why using a momentum indicator or oscillator like the Relative Strength makes sense. Here, you simply observe scenarios where the tool shows overbought (above 70) and oversold (below 30) conditions. Of course, two types of triangles and two types of wedges appear.<\/p>\n<\/p>\n<p><p>The visually similar structure is the main reason someone may struggle to differentiate between a triangle and a wedge. Yet, closer inspection will show you that regular triangles have a flat line. Traders place the stop loss above the first high on the trend line. With this pattern, the market is rising, making higher highs and higher lows as expected. However, the depth of the highs and lows becomes compressed to a corner, where we anticipate a breakout.<\/p>\n<\/p>\n<p><h2>What Is an Ascending Triangle Trading Strategy?<\/h2>\n<\/p>\n<p><p>The ascending triangle is one of the most basic patterns; you just need to draw two lines connecting highs and lows. You don&#8217;t need to remember lots of information about the pattern, and it provides easy signals and works similarly for any asset, from forex to stocks. Another advantage is that you can find the pattern in any timeframe.<\/p>\n<\/p>\n<p><h2>High Probability of Continuation<\/h2>\n<\/p>\n<p><p>Meanwhile, the rising trendline below shows that buyers are becoming increasingly aggressive, and willing to buy at higher prices. The largest rising wedge 3 is used to illustrate target measurement for a reversal pattern. A bearishsignal, the pattern is normally a continuation signal in a down-trend but acts as a reversal signal when encountered in an up-trend. There&#8217;s a resistance level, and it seems the market won&#8217;t move upwards.<\/p>\n<\/p>\n<p><h2>Strategy 1: The Cautious Retest Method<\/h2>\n<\/p>\n<p><p>Here the horizontal resistance line signifies a key level where sellers step in, and the ascending trendline demonstrates increasing buying pressure. So when the price breaks above the resistance line, it often signals a strong buying opportunity, as the upward momentum is likely to continue. Ascending triangles feature a flat upper trendline  and a rising lower trendline, indicating bullish momentum as buyers consistently push the price higher.<\/p>\n<\/p>\n<ol>\n<li>It&#8217;s easily identified by its distinct shape, making it relatively easy to spot on charts.<\/li>\n<li>As it gets smaller, the pressure builds, and the price is likely to break out either up or down.<\/li>\n<li>The ascending triangle price consolidation component occurs when price pauses in a bull trend and starts to fluctuate and temporariliy move sideways.<\/li>\n<li>Have you ever seen a stock exhibiting normal trading behavior and then all of a sudden the stock price drastically drops out of nowhere?<\/li>\n<\/ol>\n<p><img decoding=\"async\" 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\" width=\"600px\" alt=\"rising triangle pattern\"\/><\/p>\n<p><p>The whole point of triangle wedge patterns is that consolidation is necessary because of the natural market order. It is rare to find moments where the price moves in a relatively straight line with shallow or retracements. Ascending triangle pattern win rate is 47% from our backtesting data of 2,564 of these chart pattern formations.<\/p>\n<\/p>\n<ol>\n<li>Secondly, the ascending triangle has a horizontal resistance level and upward sloping support line while a rising wedge has two converging upward sloping support and resistance trendlines.<\/li>\n<li>However, since the lower trendline is going upwards, it suggests that buyers are gradually gaining control, pushing the price higher over time.<\/li>\n<li>In a symmetrical triangle, the breakout may be in either direction, usually informed by the broader market trend.<\/li>\n<li>It is not difficult to detect an ascending triangle in the chart since the contour of a right-angled triangle located horizontally is visually clearly traced.<\/li>\n<li>The price consolidates between these two lines before potentially breaking out above the resistance, signalling a bullish continuation.<\/li>\n<\/ol>\n<p><p>As shown in the first picture above, a minimum price objective can be established from the breakout level by studying the magnitude of the base of the triangle. This price target can be used as the minimum level established for an exit from the trade. The entry point will evidently be the breakout level which one can use a buy order to enter the trade. As for the stop loss, one may shift it along the bottom rising trendline least prices should break out on the downside due to  any news <a href=\"https:\/\/g-markets.net\/helpful-articles\/learn-the-ascending-triangle-pattern-how-to-trade\/\">rising triangle pattern<\/a> averse for the uptrend. Some leeway on the bottom would be recommended amid the imperfect pattern in practice.<\/p>\n<\/p>\n<p><p>This downward sloping trendline shows that sellers are slowly pulling the price down, which provides further support for a bearish trading bias. Price often approaches this level and bounces off until the breakout eventually occurs. Place stop-loss below the low of the last swing wave of ascending triangle pattern after the Breakout of the zone. To identify a false breakout, one of the proven methods is to analyze the candlestick that is breaking the trendline or resistance zone. The candlestick that is breaching through the zone must be bigger in size than a few previous candlesticks. Breakout must be with a large momentum instead of small momentum that does not make sense.<\/p>\n<\/p>\n<p><p>The support line will rise more steeply often leading to a bearish breakout. Both patterns require volume analysis for confirmation, but they signal opposing market sentiments and potential movements. In contrast, the symmetrical triangle has converging trendlines of higher lows and lower highs, indicating indecision and the potential for a breakout in either direction.<\/p>\n<\/p>\n<p><p>The ascending triangle pattern is a known trading pattern traders use to identify potential breakout opportunities in the market. Descending triangle patterns opposite to ascending triangle patterns are bearish continuation patterns. Volume is crucial in determining the strength of an ascending triangle breakout or breakdown, just like it is for any support\/resistance or trendline breakout\/breakdown. A stock\u2019s price in an ascending triangle pattern oscillates between the testing area and setting a series of lows, each one higher than the price of the previous low. The rising trendline made by these lows are periodically tested as the pattern develops.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>As the price continues to oscillate between these two trendlines, it signifies a period of equilibrium between buyers and sellers.<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[150],"tags":[],"class_list":["post-10738","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/www.ismail.aenawebsolution.com\/index.php?rest_route=\/wp\/v2\/posts\/10738","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.ismail.aenawebsolution.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.ismail.aenawebsolution.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.ismail.aenawebsolution.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.ismail.aenawebsolution.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=10738"}],"version-history":[{"count":1,"href":"https:\/\/www.ismail.aenawebsolution.com\/index.php?rest_route=\/wp\/v2\/posts\/10738\/revisions"}],"predecessor-version":[{"id":10739,"href":"https:\/\/www.ismail.aenawebsolution.com\/index.php?rest_route=\/wp\/v2\/posts\/10738\/revisions\/10739"}],"wp:attachment":[{"href":"https:\/\/www.ismail.aenawebsolution.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=10738"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.ismail.aenawebsolution.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=10738"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.ismail.aenawebsolution.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=10738"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}