{"id":2470,"date":"2024-12-23T15:09:26","date_gmt":"2024-12-23T15:09:26","guid":{"rendered":"https:\/\/hccmena.com\/?p=2470"},"modified":"2025-02-19T23:16:29","modified_gmt":"2025-02-19T23:16:29","slug":"how-to-trade-triangle-patterns-in-the-forex-market","status":"publish","type":"post","link":"https:\/\/hccmena.com\/index.php\/2024\/12\/23\/how-to-trade-triangle-patterns-in-the-forex-market\/","title":{"rendered":"How to Trade Triangle Patterns in the forex market?"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"606px\" alt=\"triangle forex pattern\"\/><\/p>\n<p><p>The triangle pattern is a specific figure formed on the price chart, typically identified when the tops and the bottoms of the price action are moving toward each other like the sides of a triangle. When the upper and the lower level of a triangle interact, traders expect an eventual breakout from the triangle. As such, many breakout traders use triangle formations for identifying breakout entry points. Triangle  patterns are reliable when formed after a strong trend, with ascending triangles favoring bullish breakouts and descending triangles favoring bearish breakouts.<\/p>\n<\/p>\n<p><p>Enter a long position (buy) with a stop loss slightly below the previous low within the triangle. Target the breakout&#8217;s projected move by measuring the height of the triangle and applying it to the breakout point. Look for a flat upper trendline with several touchpoints where the price hits resistance but doesn&#8217;t break through. This pattern suggests that buyers are gaining control, and a breakout above the upper trendline is likely.<\/p>\n<\/p>\n<p><h2>Relative Strength Index (RSI): Forex Trading indicator explained<\/h2>\n<\/p>\n<p><p>In the chart above, you can see that the price is gradually making lower highs which tells us that the sellers are starting to gain some ground against the buyers. In this case, we would set an entry order above the resistance line and below the slope of the higher lows. The point we are trying to make is that you should not be obsessed with which direction the price goes, but you should be ready for movement in EITHER direction. Since we already know that the price is going to break out, we can just hitch a ride in whatever direction the market moves.<\/p>\n<\/p>\n<p><p>The market should then continue rising until it has reached the  initial width of the triangle projected upward from the pattern\u2019s breakout point. Similar to trading the ascending and descending triangle patterns, the initial profit target of the trade would be equal to the size of the symmetrical triangle patterns. Here, the Stop Loss should be just above the ascending trend line (opposite side) of the bar that broke the triangle.<\/p>\n<\/p>\n<p><p>Traders use triangle patterns to identify when the trading range of security becomes narrow after a previous uptrend or downtrend. This narrowing range indicates a period of consolidation and can precede a breakout or breakdown. To start the triangle analysis process, just draw the two trendlines on the chart to connect the highs and lows that occur within the triangle pattern as the market reverses. This lets you visually mark the limits of the converging range of the triangle. For converging triangles, you may even be able to anticipate the triangle\u2019s breakout which needs to occur before the two lines meet. An expanding triangle pattern is characterized by two trendlines that diverge in opposite directions to form a triangular shape with a wider market range seen as time progresses.<\/p>\n<\/p>\n<p><p>FOREX.com, registered with the Commodity Futures Trading Commission (CFTC), lets you trade a wide range of forex markets with low pricing and fast, quality execution on every trade. Keeping track of your trades and having an exit strategy in place can save you considerably, especially if a trade goes against you. No matter how good you are as a trader and how great your trading strategy is performing, sooner or later, you will experience losing trades.<\/p>\n<\/p>\n<p><p>The triangle pattern\u2019s effectiveness relies on volume confirmation to provide insights into the strength and conviction behind price movements. Yes, triangle patterns are effective tools in forex trading, as they help identify potential breakout points during periods of consolidation. The triangle pattern\u2019s effectiveness relies on clear trendlines and volume confirmation and is heightened when combined with other indicators, such as volume analysis or momentum indicators.<\/p>\n<\/p>\n<p><h2>How to Effectively Use the Rectangle Pattern in Technical Analysis<\/h2>\n<\/p>\n<p><p>When the market enters the descending&nbsp;Forex triangle pattern from top to bottom (bearish trend) and the horizontal line breaks downwards, the bearish signal is considered the strongest one. If the price enters the pattern from bottom to top (bearish trend) but further breaks the lower border downwards, the bearish signal is considered weak. If the descending triangle has formed on the general bullish trend, then after the price enters from the bottom up and the inclined border\u2019s upward breakdown, the most probable is the bullish breakdown. When the market enters the pattern from bottom to top (bullish trend) and breaks through the horizontal border upwards, the signal is considered the strongest. If the price enters the pattern from top to bottom (bearish trend) but further breaks the upper border, the bullish signal is deemed to be weak.<\/p>\n<\/p>\n<ol>\n<li>The main idea of the ADX Trend-Based strategy is to try to catch the beginning of the trend.<\/li>\n<li>Here, the retracement that commenced at B concludes, and the price movement from A to B resumes with renewed vigour.<\/li>\n<li>As the name suggests, an ascending triangle pattern is usually a bullish pattern formed during a prolonged uptrend.<\/li>\n<li>But here, the situation plays out a little differently, hitting a smaller high first, and then with buying momentum clearly falling as the final high doesn\u2019t match the second.<\/li>\n<li>The ascending triangle\u2019s formation takes several weeks to months to form, depending on the asset\u2019s price action and market conditions.<\/li>\n<li>However, the majority of the time, bilateral patterns end up breaking in the direction of the prevailing trend and that\u2019s why most traders recognize these as continuation patterns.<\/li>\n<li>The touchpoints define critical support and resistance levels, which traders use to gauge potential breakout points in forex and general trading.<\/li>\n<\/ol>\n<p><h2>Descending triangle<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"609px\" alt=\"triangle forex pattern\"\/><\/p>\n<p><p>It\u2019s essential to complement them with other technical and fundamental analysis tools to mitigate risks. In a descending triangle, the lower trendline is flat, showing a consistent level of support. This pattern indicates selling pressure is increasing, and a breakout below the lower trendline is expected. The symmetrical triangle has two trendlines that converge, one sloping upwards and the other downwards.<\/p>\n<\/p>\n<ol>\n<li>These patterns often appear when the price is either Overbought or Oversold, and markets need time to digest the price action before moving forward.<\/li>\n<li>However, the profit target, regardless of which way the trend has broken, will always be equal to the size of the triangle in question \u2013 just like the other two triangle pattern.<\/li>\n<li>Instead, a symmetrical triangle pattern is made out of an ascending and a descending trend line that intersects each other at some point.<\/li>\n<li>This pattern indicates bullish sentiment, as buyers consistently push prices higher.<\/li>\n<li>They typically appear during trends and have a trend continuation character.<\/li>\n<\/ol>\n<p><h2>Identify the Triangle Pattern<\/h2>\n<\/p>\n<p><p>These dynamic behaviors of different traders cause the market the fluctuate. Regardless of which time frame you are trading, there will always some contradiction. Generally, after a major trend takes place, the retracement happens because a lot of traders reduce their exposure in the direction of the trend. Say you\u2019ve spotted a bullish flag pattern, and the market has broken through its resistance line.<\/p>\n<\/p>\n<p><p>Symmetrical triangles often appear during consolidation, and understanding them provides insights <a href=\"https:\/\/g-markets.net\/helpful-articles\/how-to-trade-triangle-chart-patterns-in-forex\/\">triangle forex pattern<\/a> into potential price movements. Like the double top, the market hits a resistance level that it can\u2019t move past. But here, the situation plays out a little differently, hitting a smaller high first, and then with buying momentum clearly falling as the final high doesn\u2019t match the second. To trade a symmetrical triangle, be ready for the market to break out in either direction. Then watch to see whether that turns into a new trend, and buy or sell accordingly.<\/p>\n<\/p>\n<p><p>Once a breakout occurs, the market should then continue to move in the direction of the breakout until it has reached the initial width of the symmetrical triangle projected from its breakout level. If you trade forex and want to learn more about technical analysis and classic chart patterns, then getting familiar with the triangle chart pattern types and how to profit from them would make sense. This easy-to-recognize set of chart patterns can help you discern when a directional market move is likely to continue after a consolidative pause so that you can position for the trend\u2019s resumption. A symmetrical triangle forms when the price makes lower highs and higher lows, resulting in converging trendlines. This pattern indicates a balance between buyers and sellers, with neither side having the upper hand.<\/p>\n<\/p>\n<p><p>In this case, the expected price move is bearish and should be equal to the size of the pattern. Notice that this time the size of the pattern is measured from the ending side of the formation. The reason for this is that we take the widest side when we measure the expected move from the triangle breakout.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>The triangle pattern is a specific figure formed on the price chart, typically identified when the tops and the bottoms of the price action are moving toward each other like the sides of a triangle. When the upper and the lower level of a triangle interact, traders expect an eventual breakout from the triangle. As [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[49],"tags":[],"_links":{"self":[{"href":"https:\/\/hccmena.com\/index.php\/wp-json\/wp\/v2\/posts\/2470"}],"collection":[{"href":"https:\/\/hccmena.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/hccmena.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/hccmena.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/hccmena.com\/index.php\/wp-json\/wp\/v2\/comments?post=2470"}],"version-history":[{"count":1,"href":"https:\/\/hccmena.com\/index.php\/wp-json\/wp\/v2\/posts\/2470\/revisions"}],"predecessor-version":[{"id":2471,"href":"https:\/\/hccmena.com\/index.php\/wp-json\/wp\/v2\/posts\/2470\/revisions\/2471"}],"wp:attachment":[{"href":"https:\/\/hccmena.com\/index.php\/wp-json\/wp\/v2\/media?parent=2470"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/hccmena.com\/index.php\/wp-json\/wp\/v2\/categories?post=2470"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/hccmena.com\/index.php\/wp-json\/wp\/v2\/tags?post=2470"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}