{"id":2046,"date":"2022-04-11T09:33:46","date_gmt":"2022-04-11T09:33:46","guid":{"rendered":"https:\/\/iskconmiraroad.in\/?p=2046"},"modified":"2022-12-30T16:34:58","modified_gmt":"2022-12-30T16:34:58","slug":"what-is-ema-how-to-use-exponential-moving-average","status":"publish","type":"post","link":"https:\/\/iskconmiraroad.com\/index.php\/2022\/04\/11\/what-is-ema-how-to-use-exponential-moving-average\/","title":{"rendered":"What is EMA? How to Use Exponential Moving Average With Formula"},"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;\">Contents<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">What is an EMA?<\/a><\/li>\n<li><a href=\"#toc-1\">How this indicator works<\/a><\/li>\n<li><a href=\"#toc-2\">What does the EMA tell traders?<\/a><\/li>\n<li><a href=\"#toc-3\">How can I use Exponential Moving Averages (EMA) to trade Pullbacks?<\/a><\/li>\n<li><a href=\"#toc-4\">EMA Trading: Overview<\/a><\/li>\n<\/ul>\n<\/div>\n<p>The EMA is a moving average that places a greater weight and significance on the most recent data points. For buy signals, we wait for both EMAs slopes to turn upwards and leave behind a sharpened EMA slope. There is no better way to explain this than by showing it directly on the price chart.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"ema trading\"\/><\/p>\n<p>A lot of times you\u2019ll see charts with both SMA and EMA lines because each is giving the trader a different take on the situation. The longer-day EMAs (i.e. 50 and 200-day) tend to be used more by long-term investors, while short-term investors tend to use 8- and 20-day EMAs. Charles has taught at a number of institutions including Goldman Sachs, Morgan Stanley, Societe Generale, and many more. They can be used to form the basis of an EMA trading strategy that works.<\/p>\n<h2 id=\"toc-0\">What is an EMA?<\/h2>\n<p>For example, an 18.18% multiplier is applied to the most recent price data for a 10-period EMA, while the weight is only 9.52% for a 20-period EMA. Trading pullbacks with EMA can be done profitably as long as we use a long-term exponential moving average. And, without a doubt, the 200-day EMA is probably the most powerful moving average that a trader can use. Our team of experts likes to test the boundaries of what works in the markets and set new trading rules.<\/p>\n<p>The Exponential Moving Average is not only one of the oldest technical indicators, but it\u2019s also a versatile tool. To increase our edge with the EMA trade we need to use other variables. The exponential moving average is utilized by hedge funds, experienced traders, and traders that are new to the game.<\/p>\n<p>Still, it is important that traders have and understanding of how the exponential moving average is plotted on the chart. When one talks about two moving average <a href=\"https:\/\/trading-market.org\/what-is-technical-analysis\/\">trading practices where technical analysis is applied<\/a> crossovers, the first thing that comes to mind is the lookback period. In this article, we look at how to trade in the short term using two moving averages.<\/p>\n<p>They are also important building blocks of other technical indicators such as momentum and Bollinger Bands, that we have looked at before. The concept of reversion to the mean is one of the most important concepts to understand as a trader. If you can understand this, you can be in rhythm with the market. The premise of RTM advocates that price and historical returns will return to the mean of the entire data points of the stock.<\/p>\n<h2 id=\"toc-1\">How this indicator works<\/h2>\n<p>In an uptrend, if a stock remains above  the EMA, it is a sign that the bullish trend will continue. On the other hand, if a stock crosses the average, it is a sign that a reversal is about to start. In this, the EMA of an <a href=\"https:\/\/topforexnews.org\/brokers\/justforex-reviews-and-user-ratings\/\">justforex vs exness<\/a> asset today depends on the EMA calculation of all the previous days. The chart below shows the 50-day EMA and the 50-day SMA of Apple. For example, if the price of a stock in three days is $25, 30, and $28, the SMA is $27.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/forexbox.info\/wp-content\/uploads\/2021\/08\/image-mf4BcXISnLQFpb72.png\" width=\"308px\" alt=\"ema trading\"\/><\/p>\n<p>As an aside note, make sure you always use a buffer for your SL to account for the inevitable false breakouts. Let\u2019s see how the EMA stock trading tool can be used in practice. By using this formula, you can calculate the Exponential Moving Average and gain a unique view of the market. Our staff has great knowledge and experience in logistics and international trade. This includes all the procedures and documents that are required for exporting and importing consumer goods.<\/p>\n<h2 id=\"toc-2\">What does the EMA tell traders?<\/h2>\n<p>Here I am going to show you how to accomplish forex trading success with a simple approach which is logical, tested and you can utilize quickly for huge profits. The bulk of 3rd quarter profits were reported over the past two weeks. The EUR\/USD chart shows several possible buy entries using EMA\u2019s.<\/p>\n<ul>\n<li>A rising EMA tends to support the price action, while a falling EMA tends to provide resistance to price action.<\/li>\n<li>The exponential moving average is a technical chart indicator that tracks the price of an investment over time.<\/li>\n<li>In case you haven\u2019t noticed the two 3-period EMAs are doing a great job in eliminating the noise and reveal the trend direction.<\/li>\n<li>A fast EMA is a shorter-period one while a slow one is a longer-dated one.<\/li>\n<li>When a stock price crosses its 200-day moving average, it is a technical signal that a reversal has occurred.<\/li>\n<li>A pullback to the weekly 21 EMA may look ugly on a daily chart, but it\u2019s just a healthy reversion to the mean in an overall bullish trend.<\/li>\n<\/ul>\n<p>We advise you to carefully consider whether trading is appropriate for you based on your personal circumstances. We recommend that you seek independent advice and ensure you fully understand the risks involved before trading. Moving average ribbons allow traders to see multiple EMAs at the same time. \u2022 EMA crossovers can be used as a signal for trade entry or exit.<\/p>\n<h2 id=\"toc-3\">How can I use Exponential Moving Averages (EMA) to trade Pullbacks?<\/h2>\n<p>Like all moving averages, this technical indicator is used to produce buy and sell signals based on crossovers and divergences from the historical average. To better understand how the EMA is <a href=\"https:\/\/g-markets.net\/helpful-articles\/head-and-shoulders-forex\/\">head and shoulders forex<\/a> slightly different from the SMA, let\u2019s look at the chart below. Here, you can see that the black line is the exponential moving average, while the blue line is the simple moving average.<\/p>\n<p>As you can see, the price tends to reverse when the 14-day and 28-day exponential moving averages cross over. With over 50+ years of combined trading experience, Trading Strategy Guides offers trading guides <a href=\"https:\/\/forexbox.info\/what-is-swiss-markets\/\">What is Swiss Markets<\/a> and resources to educate traders in all walks of life and motivations. We specialize in teaching traders of all skill levels how to trade stocks, options, forex, cryptocurrencies, commodities, and more.<\/p>\n<p>Nasdaq has actually been producing a rising wedge for about 2 years. The Forex MA Trading sign has been moving in the opposite instructions of the price chart (i.e. unfavorable divergence). However, it doubts if the 3rd low will also offer an excellent fit. The wedge is compressing, which should continue to generate volatility.<\/p>\n<p>Simulated or hypothetical trading programs in general are also subject to the fact that they are designed with the benefit of  hindsight. No representation is being made that any account will or is likely to achieve profits or losses similar to these being shown. Every trade setup I make starts with checking out exponential moving average lines on my charts.<\/p>\n<p>If you are serious about trading, then moving average is a must indicator to know. Moving average is the foundational statistical calculation for many of the most popular free and paid indicators in trading. The Guppy Multiple Moving Average is a technical indicator used to anticipate a breakout trend in the price of an asset.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Contents What is an EMA? How this indicator works What does the EMA tell traders? How can I use Exponential Moving Averages (EMA) to trade Pullbacks? EMA Trading: Overview The EMA is a moving average that places a greater weight and significance on the most recent data points. 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