{"id":8645,"date":"2022-10-31T21:28:26","date_gmt":"2022-10-31T21:28:26","guid":{"rendered":"https:\/\/www.cuistar.com\/?p=8645"},"modified":"2023-06-01T17:16:44","modified_gmt":"2023-06-01T17:16:44","slug":"combining-technical-and-fundamental-analysis-for","status":"publish","type":"post","link":"https:\/\/www.cuistar.com\/my\/combining-technical-and-fundamental-analysis-for\/","title":{"rendered":"Combining Technical and Fundamental Analysis for More Effective CFD Trading"},"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\">How much does trading cost?<\/a><\/li>\n<li><a href=\"#toc-1\">Comparison chart<\/a><\/li>\n<li><a href=\"#toc-2\">Quality Management<\/a><\/li>\n<li><a href=\"#toc-3\">Time<\/a><\/li>\n<li><a href=\"#toc-4\">Main Differences Between Fundamental and Technical Analysis<\/a><\/li>\n<li><a href=\"#toc-5\">Fundamental Analysis<\/a><\/li>\n<li><a href=\"#toc-6\">Comments: Fundamental Analysis vs Technical Analysis<\/a><\/li>\n<li><a href=\"#toc-7\">Join our free newsletter for daily crypto updates!<\/a><\/li>\n<\/ul>\n<\/div>\n<p>However, it does not provide insights into a company&#8217;s financial health or future potential and is susceptible to false signals. While fundamental and technical analysis have their strengths and weaknesses, they can be used together to provide a more complete picture of a company&#8217;s financial health and future potential. When choosing between fundamental and technical analysis, investors should consider several factors, including their investment goals, risk tolerance, and time horizon. One advantage of technical analysis is that it helps identify short-term price fluctuations and momentum.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"what is the difference between technical and fundamental analysis\"\/><\/p>\n<p>Fundamental analysis is focused on estimating the stock\u2019s current value , whereas technical research focuses on assessing the market\u2019s entry and exit time. But since the data of this analysis is based on just the present data, the market trends tend to be unpredictable. Thus, it is a rigorous analysis, making it challenging to assume any future event.<\/p>\n<h2 id=\"toc-0\">How much does trading cost?<\/h2>\n<p>Market To CorrectMarket Correction is usually referred to as a fall of 10% or more from its latest high. It happens due to various reasons such as declining macro-economic factors, intense pessimism across the economy, securities specific factors, over-inflation in the markets, and so on. If you are a value investor, there is no perfect way to analyze a stock. Even so, many successful investors will tell you that focusing on certain fundamental metrics is the path to cashing in on potential gains.<\/p>\n<p>Trading forex using technical and fundamental analysis requires an account with a forex provider like IG and a strategy. Most strategies applicable to trading in other markets can be used to trade forex as well, including technical and fundamental analysis. You can also develop your forex trading strategies using resources like IG\u2019s Trading Academy. Technical analysis makes trading strategies out of a market\u2019s price data by using statistical modeling to find patterns. These tools are often overlaid atop charts in the form of indicators found on your trading platform. Technical analysis takes a comparatively short-term approach to analyzing the market, and is used on a timeframe of weeks, days or even minutes.<\/p>\n<h2 id=\"toc-1\">Comparison chart<\/h2>\n<p>By contrast, the technical analysis method is estimating and forecasting the future price of a security based on changes in prices and transaction volumes. New sources of big data, in particular, can be used to find unique insights. Lehner Investments is a leader in the field of combining systematic trading, artificial intelligence and big data. In the case <a href=\"https:\/\/xcritical.com\/blog\/fundamental-and-technical-analysis-what-the-difference\/\">difference between fundamental and technical analysis<\/a> of Lehner Investments Data Intelligence Fund, trading strategies employ user generated data combined with market data. This gives the fund an edge by measuring market sentiment in real time and identifying profitable trades. We can expect the lines between fundamental analysis and technical analysis to be blurred further as the investment industry evolves.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"what is the difference between technical and fundamental analysis\"\/><\/p>\n<p>It is also relatively easy to perform, and many tools and indicators are available to assist investors. By analyzing a company&#8217;s financial statements, investors can determine its profitability, revenue growth, and cash flow. They can also assess the <a href=\"https:\/\/xcritical.com\/\">https:\/\/xcritical.com\/<\/a> company&#8217;s management, competitive advantages, and market position. Fundamental analysis is an investment approach that examines a company&#8217;s financial statements and economic indicators to determine its underlying value and potential for growth.<\/p>\n<h2 id=\"toc-2\">Quality Management<\/h2>\n<p>Stocks can continue trading higher long after they become overvalued. Selling a stock just because it is expensive often means missing out on a large percentage of a rally. By using price and volume trends you can continue to hold the stock until the momentum is exhausted. You can build a watchlist of stocks you are prepared to own based on fundamental analysis, and then use technical analysis to decide if or when to buy them.<\/p>\n<ul>\n<li>If the price of stock falls below this intrinsic value, its purchase is considered a good investment.<\/li>\n<li>Conversely, technical analysis uses data from short periods to identify patterns and, in turn, forecast performance.<\/li>\n<li>Technical analysts use technical indicators to study and analyze the historical data of an asset\u2019s price and other market movements to determine favorable entry and exit points of trades.<\/li>\n<li>Also, it is worth noting that investors and traders usually miss out when they choose one approach over the other.<\/li>\n<li>To discover that value, which is also called a share\u2019s fair or enterprise value, primary attention is paid to a corporation\u2019s financial performance.<\/li>\n<li>In contrast, technical analysis enables analysts to ascertain whether previous patterns in stock prices will repeat in the coming time.<\/li>\n<\/ul>\n<p>Typically, technical analysts begin their analysis with charts, while fundamental analysts start with a company\u2019s financial statements. Fundamental Analysis is based on financial statements, whereas technical analysis is based on charts with price movements. The fundamental analysis enables a trader to find out the fair value of the stock. This value, compared to the market prices, allows the trader to determine whether the stock is undervalued or overvalued. Above-average trading volume, for instance, could suggest an imminent price breakout, either up or down. It\u2019s important to note the focus is on the actual price of the stock, not the financial health of the company or industry or economy.<\/p>\n<h2 id=\"toc-3\">Time<\/h2>\n<p>If the company gives dividend year after year, it means that the company is generating cash,  which means that the company is investor friendly. In fundamental analysis, these methods are used to estimate whether the company is worth investing in or not. Even though fundamental and technical analysis is different, most traders prefer to use a combination of both techniques since each has its own set of pros and cons. They are also used to determine when a trend in the market is about to reverse. Most traders use these types of indicators to predict when the price trajectory of an asset is about to change.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/xcritical.com\/wp-content\/uploads\/2020\/09\/image-mXYyasMR1J5BGPd7.png\" width=\"304px\" alt=\"what is the difference between technical and fundamental analysis\"\/><\/p>\n<p>It also considers the current amount of debt using the debt to equity ratio. Short term price movements are determined by supply and demand, which are in turn affected by a lot more than what typically goes into fundamental analysis. Market sentiment and the effect of emotion on market activity can only be analyzed by using price and volume data.<\/p>\n<h2 id=\"toc-4\">Main Differences Between Fundamental and Technical Analysis<\/h2>\n<p>You may find that technical analysis works better in some situations, while fundamental analysis works better in others. Through fundamental analysis, the intrinsic value of its shares is extracted by evaluating the company. In this, the net worth of the company is calculated by looking at all the assets and liabilities of the company. In this article, we will take a look at the technical and fundamental analysis and their differences and will briefly cover some of the metrics you can use while performing each.<\/p>\n<h2 id=\"toc-5\">Fundamental Analysis<\/h2>\n<p>How the market reacts to fundamental news can still be used by the technical trader. This article explains the difference between fundamental and technical analysis so you can pick a form of analysis that is best suited to your trading personality. The New York Institute of Finance is a global leader in professional training for financial services and  related industries. NYIF courses cover everything from investment banking, asset pricing, insurance and market structure to financial modeling, treasury operations, and accounting. The New York Institute of Finance has a faculty of industry leaders and offers a range of program delivery options, including self-study, online courses, and in-person classes. Founded by the New York Stock Exchange in 1922, NYIF has trained over 250,000 professionals online and in-class, in over 120 countries.<\/p>","protected":false},"excerpt":{"rendered":"<p>Content How much does trading cost? Comparison chart Quality Management Time Main Differences Between Fundamental and Technical Analysis Fundamental Analysis Comments: Fundamental Analysis vs Technical Analysis Join our free newsletter for daily crypto updates! However, it does not provide insights [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"nf_dc_page":"","footnotes":""},"categories":[73],"tags":[],"class_list":["post-8645","post","type-post","status-publish","format-standard","hentry","category-fintech-4"],"_links":{"self":[{"href":"https:\/\/www.cuistar.com\/my\/wp-json\/wp\/v2\/posts\/8645","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.cuistar.com\/my\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.cuistar.com\/my\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.cuistar.com\/my\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.cuistar.com\/my\/wp-json\/wp\/v2\/comments?post=8645"}],"version-history":[{"count":1,"href":"https:\/\/www.cuistar.com\/my\/wp-json\/wp\/v2\/posts\/8645\/revisions"}],"predecessor-version":[{"id":8646,"href":"https:\/\/www.cuistar.com\/my\/wp-json\/wp\/v2\/posts\/8645\/revisions\/8646"}],"wp:attachment":[{"href":"https:\/\/www.cuistar.com\/my\/wp-json\/wp\/v2\/media?parent=8645"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.cuistar.com\/my\/wp-json\/wp\/v2\/categories?post=8645"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.cuistar.com\/my\/wp-json\/wp\/v2\/tags?post=8645"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}