{"id":6650,"date":"2024-10-08T11:16:55","date_gmt":"2024-10-08T11:16:55","guid":{"rendered":"http:\/\/www.hamptons-usa.com\/home\/?p=6650"},"modified":"2025-03-04T20:48:01","modified_gmt":"2025-03-04T20:48:01","slug":"how-to-use-the-macd-indicator","status":"publish","type":"post","link":"http:\/\/www.hamptons-usa.com\/home\/2024\/10\/08\/how-to-use-the-macd-indicator\/","title":{"rendered":"How to Use the MACD Indicator"},"content":{"rendered":"<p><img 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\" width=\"603px\" alt=\"what is macd and how do you use it\"\/><\/p>\n<p><p>Traders find significant opportunities in observing reversals of the histogram from an overextended state. Spotting divergences adds another valuable tool for identifying potential turning points marked by this influential momentum gauge. The precise formulas are what allow MACD to systematically quantify moving <a href=\"https:\/\/www.forex-world.net\/software-development\/top-60-linux-interview-questions-and-answers\/\">top 60 linux interview questions and answers updated<\/a> average behavior through simple, widely applicable calculations. Its difference from the slower 26-period  EMA is what creates the concave or convex shape of the MACD line above and below the zero level.<\/p>\n<\/p>\n<p><p>A MACD histogram\u2019s vertical bars above and below the zero centerline visually indicate positive and negative momentum. Crosses above and below the centerline represent the same information as positive and negative crosses of the signal line on a MACD line chart. Most charts use a 9-period exponential moving average (EMA) by <a href=\"https:\/\/www.day-trading.info\/top-4-similar-websites-like-finotrade-com-and\/\">top 4 similar websites like finotrade com and alternatives<\/a> default. So, while the signal crossovers can be helpful, they are not always reliable.<\/p>\n<\/p>\n<p><p>The shorter line is a 12-period Exponential Moving Average (EMA) that moves quicker and is responsible for the majority of the MACD movements. The longer one is a 26-period Exponential Moving Average that reacts more slowly to price changes. Since then, you could see that the company traded in a somewhat narrow range (sideways movement) and the two EMAs that made up the MACD were hugging the signal line.<\/p>\n<\/p>\n<p><img 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width=\"604px\" alt=\"what is macd and how do you use it\"\/><\/p>\n<p><h2>Key Takeaways From What Is The MACD In Trading<\/h2>\n<\/p>\n<p><p>If the MACD line crosses the signal line from below during a downward correction when the stock is in a long period of an uptrend, it confirms a strong bullish signal. The chart indicates that, in August 2022, the 12-day EMA line crossed the 26-day EMA <a href=\"https:\/\/www.currency-trading.org\/currency-pairs\/sgd-jpy\/\">convert singapore dollar to japanese yen<\/a> line from below. In April 2022, the 12-day EMA line crossed the 26-day EMA line from above. As the size of the bars increases, the moving average lines will move further apart and when they shrink they will get smaller. Therefore, this can give a trader the chance to potentially see signs that a crossover might take place. Selecting an appropriate timeframe could be useful when it comes to formulating a MACD trading strategy.<\/p>\n<\/p>\n<p><h2>How to confirm MACD signal?<\/h2>\n<\/p>\n<ol>\n<li>One of the divergence problems is that it can signal a reversal, but it is a false positive.<\/li>\n<li>Some traders will choose to take the signal as soon as the MACD line turns around.<\/li>\n<li>As we know from the beginning of the article, MACD was invented in the late 1970s.<\/li>\n<li>Just like crossovers, divergences can also be either bullish or bearish.<\/li>\n<\/ol>\n<p><p>When the MACD line crossed below the centerline, it signaled a divergence between the two averages. When this occurred, traders assumed there was rising momentum and looked for buying opportunities. In contrast, when the MACD line crossed the centerline from above, it showed that the two averages were convergent. Whenever this occurred, traders were bearish and looked for selling opportunities. While waiting for the MACD line to cross the centerline, traders worried they could have missed the upward or downward rally. To use MACD effectively, traders should use it in conjunction with other technical indicators and analysis, and adjust the settings to fit their trading style and the market conditions.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='561' height='317' src='https:\/\/www.youtube.com\/embed\/5bl2OSoy-BU' frameborder='0' alt='what is macd and how do you use it' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2>Improving MACD Strategies<\/h2>\n<\/p>\n<p><p>The shorter EMA is constantly converging toward, and diverging away from, the longer EMA. In conclusion, the Moving Average Convergence\/Divergence indicator comprises a signal line, the MACD line itself and a histogram and is used to measure trends and momentum. Traders may consider their trading goals, risk tolerance, and preferred trading style when selecting a timeframe. It might be useful to monitor multiple timeframes to gain a complete picture of the market, and to adjust the timeframe as necessary based on changing market conditions. To help with this, you might want to apply a second timeframe to separate the noise from the signals.<\/p>\n<\/p>\n<p><h2>Automated Strategy with VWAP, SuperTrend &amp; MACD<\/h2>\n<\/p>\n<p><p>The MACD is a popular technical analysis tool used to identify momentum shifts and trend behavior. At its basic level, it calculates the difference between two exponential moving averages (EMAs) \u2013 a 12-period and 26-period EMA applied to price data. The best settings for the MACD indicator generally depend on the trader\u2019s strategy and market  conditions. The moving average convergence divergence (MACD) is a technical indicator that shows the relationship between two moving averages of an asset\u2019s price. Its purpose is to reveal changes in a trend\u2019s direction, strength, momentum, and duration in the underlying security\u2019s price. Moving Average Convergence\/Divergence or MACD is a momentum indicator that shows the relationship between two Exponential Moving Averages (EMAs) of a stock price.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='567' height='310' src='https:\/\/www.youtube.com\/embed\/R1cKTKV6-gc' frameborder='0' alt='what is macd and how do you use it' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Traders find significant opportunities in observing reversals of the histogram from an overextended state. Spotting divergences adds another valuable tool for identifying potential turning points marked by this influential momentum gauge. The precise formulas are what allow MACD to systematically quantify moving top 60 linux interview questions and answers updated average behavior through simple, widely &hellip; <\/p>\n<p class=\"link-more\"><a href=\"http:\/\/www.hamptons-usa.com\/home\/2024\/10\/08\/how-to-use-the-macd-indicator\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;How to Use the MACD Indicator&#8221;<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[119],"tags":[],"_links":{"self":[{"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/posts\/6650"}],"collection":[{"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/comments?post=6650"}],"version-history":[{"count":1,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/posts\/6650\/revisions"}],"predecessor-version":[{"id":6651,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/posts\/6650\/revisions\/6651"}],"wp:attachment":[{"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/media?parent=6650"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/categories?post=6650"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/tags?post=6650"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}