{"id":2505,"date":"2020-09-17T07:02:19","date_gmt":"2020-09-17T07:02:19","guid":{"rendered":"http:\/\/www.tulipsbloom.com\/?p=2505"},"modified":"2023-09-05T07:53:28","modified_gmt":"2023-09-05T07:53:28","slug":"adx-indicator-in-trading-strategy-calculation","status":"publish","type":"post","link":"https:\/\/www.tulipsbloom.com\/?p=2505","title":{"rendered":"ADX Indicator in Trading: Strategy &#038; Calculation"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">ADX Calculation<\/a><\/li>\n<li><a href=\"#toc-1\">How to use Average Directional Index in trading platform<\/a><\/li>\n<li><a href=\"#toc-2\">US traders welcome at these brokers:<\/a><\/li>\n<li><a href=\"#toc-3\">Time frame to use in ADX indicator?<\/a><\/li>\n<li><a href=\"#toc-5\">Sign Up &#038; We\u2019ll Send You 2 Free Trading Strategies<\/a><\/li>\n<li><a href=\"#toc-6\">ADX with other indicators<\/a><\/li>\n<li><a href=\"#toc-7\">What are a few weaknesses of the ADX indicator?<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"255px\" alt=\"adx meaning in stock market\"\/><\/p>\n<p>When traders use ADX, they tend to have some quite specific levels in mind, which they believe signal different things about the market. The ADX reading is an average of the absolute difference between these two values, which is the reason why it only shows the strength of the trend, and not its direction. In the image below, a high ADX reading is highlighted with a circle. Notice how the ADX reading went up together with the increase in market trend strength, coming from a low volatility environment. A value of 0 indicates that the price is equally likely to move in either a positive or negative direction, meaning that there is no overall market trend.<\/p>\n<ul>\n<li>Like any technical analysis tool, the ADX should be combined with price analysis and potentially other indicators to help filter signals and manage risk.<\/li>\n<li>Still, the book outlines detailed instructions on how the ADX is calculated, which would take a substantial amount of time to be performed by hand.<\/li>\n<li>If the trend moves upwards then it resembles that the trend is becoming strong.<\/li>\n<li>Both the trend direction indicator lines gauge the strength of the price change in either direction.<\/li>\n<\/ul>\n<p>Traders use many technical indicators to identify stock trends and the momentum of the stock which is crucial information to take trading positions. ADX indicator is one of the many technical indicators often used by traders. Remember, because the ADX is derived from both positive and negative directional indicators, it only measures TREND STRENGTH rather than TREND DIRECTION. During trending markets, it is suggested to use moving averages, trendlines, and other trends following technical indicators.<\/p>\n<h2 id=\"toc-0\">ADX Calculation<\/h2>\n<p>No matter your experience level, download our free trading guides and develop your skills. Even though breakouts are not hard to spot, they often fail to progress or end up being a trap. Yet, the ADX can tell you if they\u2019re valid by showing when ADX is sufficiently strong for the price to trend following the breakout.<\/p>\n<ul>\n<li>Sharekhan Comtrade Private Limited shall ensure to safeguard the security and confidentiality of any information you share with us.<\/li>\n<li>It is simply the mean, or average, of the values of directional movement (DM) lines over a specified period.<\/li>\n<li>In other words, some trend-following or breakout strategies may have a lot in common with mean reversion trading strategies when coupled with high ADX readings.<\/li>\n<li>Sharekhan Comtrade Private Limited may choose to stop services to such a client in case such intimation is received.<\/li>\n<li>The first technique is used to smooth each period&#8217;s +DM1, -DM1 and TR1 values over 14 periods.<\/li>\n<li>ADX is a leading indicator that is used to predict where to buy and sell the shares to get the maximum profit.<\/li>\n<\/ul>\n<p>For instance, a 5-period ADX will reach high readings much more frequently than a 20-period ADX. The calculation of ADX begins with determining the plus and minus directional movement, which is also called DM. The first appearance of the ADX indicator was in Wilder\u2019s book \u201cNew Concepts In Technical Trading Systems\u201d, released in 1978. In the same book, Wilder presented a couple of other trading indicators that still remain relevant to this day. The Average True Range (ATR) indicator, and Parabolic SAR are two well-known examples.<\/p>\n<h2 id=\"toc-1\">How to use Average Directional Index in trading platform<\/h2>\n<p>A steeper angle of slope indicates a stronger trend, while a shallower angle indicates a trend with less strength. Applying an ADX strategy to evaluate the performance of shares allows traders to see when one is overbought or oversold, according to the sequence of lowering peaks. But the ADX indicator can\u2019t give you a signal regarding breakouts. Here, you will have to use another momentum indicator, and ADX can act as the breakout confirming tool.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"255px\" alt=\"adx meaning in stock market\"\/><\/p>\n<p>A strong trend is present when ADX is above 20 and no trend is present when ADX is below 20. As noted above, chartists may need to adjust the settings to increase sensitivity and signals. ADX also has a fair amount of lag <a href=\"https:\/\/www.bigshotrading.info\/blog\/average-directional-index-adx-what-does-this-indicator-mean-and-how-can-it-help-us-trade\/\">adx meaning in stock market<\/a> because of all the smoothing techniques. The average directional index has been found by technical analysts to be a very helpful indicator and has become one of the most frequently used technical analysis tools around.<\/p>\n<h2 id=\"toc-2\">US traders welcome at these brokers:<\/h2>\n<p>The average directional index indicator and the ADXR are both available on our online trading platform, Next Generation; all you need to do is  sign up for a live account to get started. Traders are able to customise trading graphs with our technical analysis indicators and drawing tools,  which makes it easier to spot trends and patterns on live price charts. Our ADX trading system is also available to access through a demo account, where you can practise first with virtual funds.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"257px\" alt=\"adx meaning in stock market\"\/><\/p>\n<p>Wilder has invented a number of technical indicators, including the relative strength index (RSI). The ADX works best when combined with other technical indicators, like the <a href=\"https:\/\/www.bigshotrading.info\/blog\/9-day-trading-mistakes-that-will-ruin-you\/\">https:\/\/www.bigshotrading.info\/blog\/9-day-trading-mistakes-that-will-ruin-you\/<\/a> relative strength index (RSI). While the ADX measures the intensity of the trend, the RSI can help with entries and exits by giving a time-based component to the trend.<\/p>\n<p>Wilder uses similar smoothing techniques with his RSI and Average True Range calculations. ADX values using only 30 periods of historical data will not match ADX values using 150 periods of historical data. ADX values with 150 days or more of data will remain consistent. Smoothed versions of +DM and -DM are divided by a smoothed version of the Average True Range to reflect the true magnitude of the move. If you are an active investor, you may have found yourself asking if the market&#8217;s rebound from the June lows is for real. One technical indicator that can help shed some light on this question is ADX.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content ADX Calculation How to use Average Directional Index in trading platform US traders welcome at these brokers: Time frame to use in ADX indicator? Sign Up &#038; We\u2019ll Send You 2 Free Trading Strategies ADX with other indicators What are a few weaknesses of the ADX indicator? When traders use ADX, they tend to &hellip; <a href=\"https:\/\/www.tulipsbloom.com\/?p=2505\" class=\"more-link\">Continue reading <span class=\"screen-reader-text\">ADX Indicator in Trading: Strategy &#038; Calculation<\/span> <span class=\"meta-nav\">&rarr;<\/span><\/a><\/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,"jetpack_post_was_ever_published":false,"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"footnotes":"","jetpack_publicize_message":"","jetpack_publicize_feature_enabled":true,"jetpack_social_post_already_shared":true,"jetpack_social_options":{"image_generator_settings":{"template":"highway","enabled":false}}},"categories":[144],"tags":[],"jetpack_publicize_connections":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v22.1 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>ADX Indicator in Trading: Strategy &amp; Calculation - Tulipani in Fiore (Tulips in Bloom)<\/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.tulipsbloom.com\/?p=2505\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"ADX Indicator in Trading: Strategy &amp; Calculation - Tulipani in Fiore (Tulips in Bloom)\" \/>\n<meta property=\"og:description\" content=\"Content ADX Calculation How to use Average Directional Index in trading platform US traders welcome at these brokers: Time frame to use in ADX indicator? Sign Up &#038; We\u2019ll Send You 2 Free Trading Strategies ADX with other indicators What are a few weaknesses of the ADX indicator? When traders use ADX, they tend to &hellip; Continue reading ADX Indicator in Trading: Strategy &#038; Calculation &rarr;\" \/>\n<meta property=\"og:url\" content=\"https:\/\/www.tulipsbloom.com\/?p=2505\" \/>\n<meta property=\"og:site_name\" content=\"Tulipani in Fiore (Tulips in Bloom)\" \/>\n<meta property=\"article:published_time\" content=\"2020-09-17T07:02:19+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2023-09-05T07:53:28+00:00\" \/>\n<meta name=\"author\" content=\"cinque\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"cinque\" \/>\n\t<meta name=\"twitter:label2\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data2\" content=\"5 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"WebPage\",\"@id\":\"https:\/\/www.tulipsbloom.com\/?p=2505\",\"url\":\"https:\/\/www.tulipsbloom.com\/?p=2505\",\"name\":\"ADX Indicator in Trading: Strategy & Calculation - Tulipani in Fiore (Tulips in Bloom)\",\"isPartOf\":{\"@id\":\"https:\/\/www.tulipsbloom.com\/#website\"},\"datePublished\":\"2020-09-17T07:02:19+00:00\",\"dateModified\":\"2023-09-05T07:53:28+00:00\",\"author\":{\"@id\":\"https:\/\/www.tulipsbloom.com\/#\/schema\/person\/3ee0228e10aaf12a69a7a82fbbfb88d4\"},\"breadcrumb\":{\"@id\":\"https:\/\/www.tulipsbloom.com\/?p=2505#breadcrumb\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/www.tulipsbloom.com\/?p=2505\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/www.tulipsbloom.com\/?p=2505#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\/\/www.tulipsbloom.com\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"ADX Indicator in Trading: Strategy &#038; Calculation\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\/\/www.tulipsbloom.com\/#website\",\"url\":\"https:\/\/www.tulipsbloom.com\/\",\"name\":\"Tulipani in Fiore (Tulips in Bloom)\",\"description\":\"\",\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\/\/www.tulipsbloom.com\/?s={search_term_string}\"},\"query-input\":\"required name=search_term_string\"}],\"inLanguage\":\"en-US\"},{\"@type\":\"Person\",\"@id\":\"https:\/\/www.tulipsbloom.com\/#\/schema\/person\/3ee0228e10aaf12a69a7a82fbbfb88d4\",\"name\":\"cinque\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\/\/www.tulipsbloom.com\/#\/schema\/person\/image\/\",\"url\":\"https:\/\/secure.gravatar.com\/avatar\/4e934c2f8768abd1ec0071825e15f593?s=96&d=mm&r=g\",\"contentUrl\":\"https:\/\/secure.gravatar.com\/avatar\/4e934c2f8768abd1ec0071825e15f593?s=96&d=mm&r=g\",\"caption\":\"cinque\"},\"url\":\"https:\/\/www.tulipsbloom.com\/?author=1\"}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"ADX Indicator in Trading: Strategy & Calculation - Tulipani in Fiore (Tulips in Bloom)","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/www.tulipsbloom.com\/?p=2505","og_locale":"en_US","og_type":"article","og_title":"ADX Indicator in Trading: Strategy & Calculation - Tulipani in Fiore (Tulips in Bloom)","og_description":"Content ADX Calculation How to use Average Directional Index in trading platform US traders welcome at these brokers: Time frame to use in ADX indicator? Sign Up &#038; We\u2019ll Send You 2 Free Trading Strategies ADX with other indicators What are a few weaknesses of the ADX indicator? When traders use ADX, they tend to &hellip; Continue reading ADX Indicator in Trading: Strategy &#038; Calculation &rarr;","og_url":"https:\/\/www.tulipsbloom.com\/?p=2505","og_site_name":"Tulipani in Fiore (Tulips in Bloom)","article_published_time":"2020-09-17T07:02:19+00:00","article_modified_time":"2023-09-05T07:53:28+00:00","author":"cinque","twitter_misc":{"Written by":"cinque","Est. reading time":"5 minutes"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"WebPage","@id":"https:\/\/www.tulipsbloom.com\/?p=2505","url":"https:\/\/www.tulipsbloom.com\/?p=2505","name":"ADX Indicator in Trading: Strategy & Calculation - Tulipani in Fiore (Tulips in Bloom)","isPartOf":{"@id":"https:\/\/www.tulipsbloom.com\/#website"},"datePublished":"2020-09-17T07:02:19+00:00","dateModified":"2023-09-05T07:53:28+00:00","author":{"@id":"https:\/\/www.tulipsbloom.com\/#\/schema\/person\/3ee0228e10aaf12a69a7a82fbbfb88d4"},"breadcrumb":{"@id":"https:\/\/www.tulipsbloom.com\/?p=2505#breadcrumb"},"inLanguage":"en-US","potentialAction":[{"@type":"ReadAction","target":["https:\/\/www.tulipsbloom.com\/?p=2505"]}]},{"@type":"BreadcrumbList","@id":"https:\/\/www.tulipsbloom.com\/?p=2505#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"https:\/\/www.tulipsbloom.com\/"},{"@type":"ListItem","position":2,"name":"ADX Indicator in Trading: Strategy &#038; Calculation"}]},{"@type":"WebSite","@id":"https:\/\/www.tulipsbloom.com\/#website","url":"https:\/\/www.tulipsbloom.com\/","name":"Tulipani in Fiore (Tulips in Bloom)","description":"","potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/www.tulipsbloom.com\/?s={search_term_string}"},"query-input":"required name=search_term_string"}],"inLanguage":"en-US"},{"@type":"Person","@id":"https:\/\/www.tulipsbloom.com\/#\/schema\/person\/3ee0228e10aaf12a69a7a82fbbfb88d4","name":"cinque","image":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/www.tulipsbloom.com\/#\/schema\/person\/image\/","url":"https:\/\/secure.gravatar.com\/avatar\/4e934c2f8768abd1ec0071825e15f593?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/4e934c2f8768abd1ec0071825e15f593?s=96&d=mm&r=g","caption":"cinque"},"url":"https:\/\/www.tulipsbloom.com\/?author=1"}]}},"jetpack_sharing_enabled":true,"jetpack_featured_media_url":"","jetpack_shortlink":"https:\/\/wp.me\/p4qqa9-Ep","_links":{"self":[{"href":"https:\/\/www.tulipsbloom.com\/index.php?rest_route=\/wp\/v2\/posts\/2505"}],"collection":[{"href":"https:\/\/www.tulipsbloom.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.tulipsbloom.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.tulipsbloom.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.tulipsbloom.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=2505"}],"version-history":[{"count":1,"href":"https:\/\/www.tulipsbloom.com\/index.php?rest_route=\/wp\/v2\/posts\/2505\/revisions"}],"predecessor-version":[{"id":2506,"href":"https:\/\/www.tulipsbloom.com\/index.php?rest_route=\/wp\/v2\/posts\/2505\/revisions\/2506"}],"wp:attachment":[{"href":"https:\/\/www.tulipsbloom.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=2505"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.tulipsbloom.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=2505"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.tulipsbloom.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=2505"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}