{"id":6635,"date":"2024-02-21T08:03:41","date_gmt":"2024-02-21T08:03:41","guid":{"rendered":"https:\/\/www.2megy.com\/?p=6635"},"modified":"2024-11-24T22:38:15","modified_gmt":"2024-11-24T22:38:15","slug":"macd-explained-your-key-to-better-decision-making","status":"publish","type":"post","link":"https:\/\/www.2megy.com\/?p=6635","title":{"rendered":"MACD Explained: Your Key to Better Decision-Making in Trading Online Trading"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"606px\" alt=\"what is macd and how do you use it\"\/><\/p>\n<p><p>This bearish divergence acted as an early warning sign of things to come with the E-mini S&amp;P 500 futures contract. Divergences might signal a trader to get out of a long or short position before profits erode. Notice in this example how closely the tops and bottoms of the MACD histogram are to the tops of the Nasdaq 100 e-mini future price action. When a stock, future, or currency pair is moving strongly in a direction, the MACD histogram will increase in height.<\/p>\n<\/p>\n<ol>\n<li>The middle chart is a MACD line and histogram, centered around a baseline.<\/li>\n<li>Remember, price is the ultimate indicator, with momentum indicators (the MACD histogram is a price derivative and not the price itself) only manipulating price data.<\/li>\n<li>The MACD was designed to profit from this divergence by analyzing the difference between the two exponential moving averages\u00a0(EMAs).<\/li>\n<li>When the two EMAs cross at the price chart, the MACD line crosses below 0 as well &#8211; I marked the cross with an x and a vertical line.<\/li>\n<\/ol>\n<p><p>During the trending phase (#4) the MACD stayed above the 0-line once again.<\/p>\n<\/p>\n<p><p>When the MACD Line crosses 0, it shows that momentum is changing and potentially a new trend might <a href=\"https:\/\/www.topforexnews.org\/software-development\/what-are-software-tools\/\">what are software tools<\/a> be starting. In 2011, Mr. Pines started his own consulting firm through which he advises law firms and investment professionals on issues related to trading, and derivatives. Lawrence has served as an expert witness in a number of high profile trials in US Federal and international courts. Looking at the E-mini S&amp;P 500 future, from High #1 to High #2, the futures contract made higher highs, which is usually viewed as bullish.<\/p>\n<\/p>\n<p><h2>Swing Trading Guide \u2013 How to Start and learn to be a Swing Trader Step By Step Guide<\/h2>\n<\/p>\n<p><p>Given this construction, the value of the MACD <a href=\"https:\/\/www.forex-world.net\/blog\/automated-trading-what-is-automated-trading-and\/\">Automated trading<\/a> indicator must be equal to zero  each time the two moving averages cross over each other. Some traders will look for bullish divergences even when the long-term trend is negative because they can signal a change in the trend, although this technique is less reliable. As shown on the following chart, when MACD falls below the signal line, it is a bearish signal indicating that it may be time to sell. Conversely, when MACD rises above the signal line, the signal is bullish, suggesting that the asset&#8217;s price might experience upward momentum. Crossovers are more reliable when they conform to the prevailing trend.<\/p>\n<\/p>\n<p><p>By monitoring these movements, traders can recognize key trading signals like a divergence, a centerline, or a signal line crossover. This way, the indicator helps you see when a new bullish\/bearish trend is about to form. These indicators are often used together to give analysts a more complete technical picture. The relative strength index (RSI) signals whether an instrument is considered overbought or oversold based on its recent price action. The RSI is an oscillator that calculates the average price gains and losses over a given period. A reading above 70 suggests an overbought condition, while a reading below 30 is considered oversold, with both potentially signaling a top or a bottom is forming.<\/p>\n<\/p>\n<p><p>Another common signal that many traders watch for occurs when the indicator travels in the opposite direction of the asset, something known as divergence. This concept takes further study and is often used by experienced traders. Short-term buy-and-sell signals are generated by the MACD line and the signal  line. If the MACD line crosses above the signal line, this may be interpreted as a buy signal.<\/p>\n<\/p>\n<p><h2>MACD chart<\/h2>\n<\/p>\n<p><p>Convergence happens when two moving averages move toward one another, while divergence occurs when the moving averages move away from each other. This indicator also helps traders to know whether the stock is being extensively bought or sold. Its ability to identify and assess short-term price movements makes this indicator quite useful. Traders can use either crossovers or divergences in the MACD to create a trading strategy and can also measure the size and shape of the bars in the histogram.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='566' height='316' src='https:\/\/www.youtube.com\/embed\/Lc0TR0_urzo' frameborder='0' alt='what is macd and how do you use it' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2>MACD entries and exits<\/h2>\n<\/p>\n<p><p>Next, we have to subtract the long-term EMA from the short-term EMA and that gives us the Moving Average Convergence Divergence. The MACD indicator is the most popular tool in technical analysis&nbsp;because it gives traders the ability to quickly and easily identify the short-term trend direction. MACD is a momentum oscillator that is generally best employed in trending markets\u2014where prices are trending in a particular direction. See the bottom section of the chart below for a sense of what MACD looks like. Trading the MACD involves identifying buy and sell signals based on the interaction of the MACD line and the signal line. A common strategy is to buy when the MACD line crosses above the signal line, as this indicates bullish momentum.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"604px\" alt=\"what is macd and how do you use it\"\/><\/p>\n<p><p>At the most basic level, the MACD indicator is a very useful tool that can help traders ensure that short-term direction is working in their favor. Some traders that utilize this strategy wait for a &#8220;trigger,&#8221; or some sort of confirmation of the divergence. Both the S&amp;P 500 and MACD have been making higher highs in recent weeks, which suggests that the uptrend may continue. The data used in MACD calculation is based on the historical price action, therefore MACD readings lag the price. However, some traders use MACD histograms to predict when a change in trend will occur. For these traders, this aspect of MACD might be viewed as a leading indicator of future trend changes.<\/p>\n<\/p>\n<p><p>From the <a href=\"https:\/\/www.day-trading.info\/what-is-a-forex-crm-definition-and-main-features\/\">What is a Forex CRM<\/a> chart above, you can see that the fast line crossed UNDER&nbsp;the slow line and correctly identified a new downtrend. A potential uptrend for Bitcoin may be signaled when the MACD line surpasses the signal line. Conversely, a possible downtrend is indicated when the MACD line falls below the signal line. This will depend on what market someone is trading in, as well as their goals and risk tolerance.<\/p>\n<\/p>\n<p><p>It is important to note that both the EMAs are based on closing prices. The convergence and divergence (CD) values have to be calculated first. The CD value is calculated by subtracting the 26-day EMA from the 12-day EMA. A range of indicators work in conjunction with the MACD, including the RSI, moving averages, Bollinger Bands and Fibonacci retracements. In contrast, when a stock price is rising but the MACD is falling, then the current uptrend could be coming to an end, with a bearish retrace in the offing. A MACD chart can also help identify instances where an existing trend is coming to an end.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='568' height='318' src='https:\/\/www.youtube.com\/embed\/1pklphKzE7A' frameborder='0' alt='what is macd and how do you use it' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>This bearish divergence acted as an early warning sign of things to come with the E-mini S&amp;P 500 futures contract. Divergences might signal a trader to get out of a long or short position before profits erode. Notice in this example how closely the tops and bottoms of the MACD histogram are to the tops [&hellip;]<\/p>\n","protected":false},"author":6,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[455],"tags":[],"class_list":["post-6635","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts\/6635"}],"collection":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/users\/6"}],"replies":[{"embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=6635"}],"version-history":[{"count":1,"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts\/6635\/revisions"}],"predecessor-version":[{"id":6636,"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts\/6635\/revisions\/6636"}],"wp:attachment":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=6635"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=6635"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=6635"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}