{"id":996,"date":"2022-08-23T13:42:29","date_gmt":"2022-08-23T13:42:29","guid":{"rendered":"http:\/\/wordpressdemo.webkul.com\/woocommerce-admin-buyer-chat\/?p=996"},"modified":"2023-11-07T14:04:26","modified_gmt":"2023-11-07T14:04:26","slug":"parabolic-sar-indicator-definition-formula-trading","status":"publish","type":"post","link":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/parabolic-sar-indicator-definition-formula-trading\/","title":{"rendered":"Parabolic SAR Indicator: Definition, Formula, Trading Strategies"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"parabolic sar meaning\"\/><\/p>\n<p><p>A. If entered Long (uptrend), the EP is the lowest&nbsp;price reached while in the previous Short trade. Trade Brains is a Stock market analytics, financial &amp; business news service provider and education platform in India with a mission to simplify stock market investing and trading. If the above price cross-over corresponds with the Parabolic SAR indicator then a confirmed uptrend or downtrend can be <a href=\"https:\/\/www.bigshotrading.info\/blog\/parabolic-sar-overview-and-how-to-use\/\">parabolic sar meaning<\/a> understood. If trailing Take Profit and Stop Loss are not allowed by your risk management system, the recommended indent for take profit is 2.5x the stop loss size. In this case, the stop loss level itself is set with an indent of several points from the local extremum. This trading system is designed to trade currency pairs, indices, metals, and commodities in a five-minute chart (intraday).<\/p>\n<\/p>\n<ul>\n<li>The indicator is highly valuable, as simple as the definition sounds.<\/li>\n<li>Profitability, Growth, Valuation, Liquidity, and many more filters.<\/li>\n<li>SAR follows price and can be considered a trend-following indicator.<\/li>\n<li>Parabolic SAR generates potential exit signals to the current position for better risk-reward management.<\/li>\n<li>The parabolic SAR should never be used alone, irrespective of the trade or other concepts actualized during trading.<\/li>\n<li>Select your preferred chart from the search results by clicking on it.<\/li>\n<\/ul>\n<p><p>In this article, we&#8217;ll&nbsp;look at the basics of this indicator and show you how you can incorporate it into your trading strategy. It is understood that the importance of the indicator helps traders to consistently identify potential trends, reversals and entry\/exit opportunities along with risk management. The first dot of the indicator pushes away from the local high in a bearish trend or the low in a bullish trend. When the price level crosses the level of the last SAR dot, the indicator starts counting anew from the opposite side of the price chart. The indicator creates another sign each time it moves to the contrary side of an asset\u2019s price.<\/p>\n<\/p>\n<p><h2>How Do You Read the Parabolic SAR<\/h2>\n<\/p>\n<p><p>PSAR Indicating Bullish Reversal scan helps the traders to  know that the bullish reversal may take place in the stock as the dots are flipping to the downside of the price bars. The Parabolic SAR (PSAR) helps traders identify the direction of the stock movement and also provides them with the entry and exit. <a href=\"https:\/\/www.bigshotrading.info\/\">https:\/\/www.bigshotrading.info\/<\/a> The Parabolic SAR should be used alongside other indicators and technical analysis techniques. For example, Wilder&#8217;s Average Directional Index can be used to estimate the trend&#8217;s strength before considering signals. The default parameters are 0.02 for the Starting Step and 0.20 for the Maximum Step.<\/p>\n<\/p>\n<ul>\n<li>If the uptrend on the daily chart was spotted earlier, then additional trades could well have been made.<\/li>\n<li>I will separately consider five trading strategies that work with the SAR as financial instruments in order to determine trend direction.<\/li>\n<li>A. If entered Long (uptrend), the EP is the lowest\u00a0price reached while in the previous Short trade.<\/li>\n<li>J. Welles Wilder created the Parabolic SAR (SAR) and featured it in his book New Concepts in Technical Trading Systems.<\/li>\n<li>These dots could be above or below a security\u2019s price, pertaining to the price direction.<\/li>\n<li>As a technical indicator, some of the importance of the parabolic SAR include the trailing stop and reverse method.<\/li>\n<\/ul>\n<p><p>The parabolic SAR trading strategy is essentially a trend trading strategy. It is used to identify a particular trend, and it attempts to forecast trend continuations and potential trend reversals. This indicator can quickly get good results in a robust, trending environment. Even if the trend movement is specified, it gives an exit signal when a price reversal is likely to occur. If you wanted to set a take profit, you could base it on either waiting for a potential reversal, or the closing of the dots which signals a weakening trend. Like any charting indicator, the parabolic SAR works equally well in any time frame.<\/p>\n<\/p>\n<p><h2>How should the Parabolic SAR be used in conjunction with other indicators?<\/h2>\n<\/p>\n<p><p>The results obtained from the calculations are portrayed in the chart as a dot either above or below the price sticks. And these dots help us determine what price action is working. The Parabolic SAR assumes that you are trading a trend and, therefore, expects price to change over time.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px\" alt=\"parabolic sar meaning\"\/><\/p>\n<p><p>These examples will provide a general idea of how SAR is calculated. Because the formulas for rising and falling SAR are different, it is easier to divide the calculation into two parts. The first calculation covers rising SAR and the second covers falling SAR.<\/p>\n<\/p>\n<p><h2>Can You Profit from the Parabolic SAR Strategies?<\/h2>\n<\/p>\n<p><p>You might be standing firm in the open market for a critical time frame if the parabolic SAR is utilized inside a pattern or reversal setting. Sadly, there is no right response to this inquiry about \u201cwhat are the right settings? \u201d It will ultimately rely upon individual factors, such as your way of trading, the time you are trading, and your trading procedure. Through trial and error, you will want to find what parabolic SAR settings are best for you. The sign quality relies upon  the current security settings and properties.<\/p>\n<\/p>\n<ul>\n<li>In a strong trending environment, the indicator produces good results.<\/li>\n<li>You could also use a trailing stop to track the indicator and use that as your take profit as well.<\/li>\n<li>To prevent it from getting too large, a maximum value for the acceleration factor is normally set to 0.20.<\/li>\n<li>If you have a sell bias on the EURUSD, for example, you could wait for a change in direction (and confirmation on another indicator) and once you get that change, enter your position.<\/li>\n<li>Trading financial products carries a high risk to your capital, particularly when engaging in leveraged transactions such as CFDs.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>A. If entered Long (uptrend), the EP is the lowest&nbsp;price reached while in the previous Short trade. Trade Brains is a Stock market analytics, financial &amp; business news service provider and education platform in India with a mission to simplify stock market investing and trading. If the above price cross-over corresponds with the Parabolic SAR [&hellip;]<\/p>\n","protected":false},"author":14,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[50],"tags":[],"class_list":["post-996","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/posts\/996","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/users\/14"}],"replies":[{"embeddable":true,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/comments?post=996"}],"version-history":[{"count":1,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/posts\/996\/revisions"}],"predecessor-version":[{"id":997,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/posts\/996\/revisions\/997"}],"wp:attachment":[{"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/media?parent=996"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/categories?post=996"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/tags?post=996"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}