{"id":7089,"date":"2022-10-14T23:07:16","date_gmt":"2022-10-14T23:07:16","guid":{"rendered":"https:\/\/sewascaffoldingpalu.com\/?p=7089"},"modified":"2024-01-30T18:55:40","modified_gmt":"2024-01-30T18:55:40","slug":"fibonacci-retracement-which-means-advantages","status":"publish","type":"post","link":"https:\/\/sewascaffoldingpalu.com\/?p=7089","title":{"rendered":"Fibonacci Retracement: Which Means, Advantages &#038; Disadvantages Finschool By 5paisa"},"content":{"rendered":"<p>You use it by finding the vertical distance between two extreme factors and then dividing it by the important thing Fibonacci ratios of 23.6%, 38.2%, 50%, 61.8%, and 100%. Master the Fibonacci Retracement device and take your Trading to the next level. The Fibonacci sequence is a sequence during which every quantity is the sum of the two preceding ones. These collection are named after the Italian mathematician Leonardo of Pisa who is also known as Fibonacci.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"What is Fibonacci Retracement in Forex Trading\"\/><\/p>\n<p>With this data, merchants and traders may anticipate value volatility and respond accordingly. You may configure your Fibonacci retracement technical indicator on a chart for varied assets, financial devices, and durations. However, it should be noted that lengthier time frames might give a more complete perspective of value motion toward retracement levels than shorter durations.<\/p>\n<h2>Greatest Gold Shares To Spend Money On India 2023<\/h2>\n<p>In that scenario, the retracement has been 23.6%, a Fibonacci number. As a end result, many merchants feel these figures are additionally relevant in financial markets. Investment in securities market are subject to market risks, read all of the related paperwork rigorously before investing.<\/p>\n<p>Save taxes with Clear by investing in tax saving mutual funds (ELSS) online. Our experts recommend one of the best funds and you can get high returns by investing directly or by way of SIP. Download Black by ClearTax App to file returns from your mobile phone. These Fibonacci Retracement levels create good opportunity for the traders to make new positions within the course of the development.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"What is Fibonacci Retracement in Forex Trading\"\/><\/p>\n<p>Here 250 and 500 are the acute ranges, and the Fibonacci transfer is Rs 250 ( ). Enhances Credibility &#8211; Use your certificate to reinforce your professional credibility and stand out among your peers! Use the certificates to make life-changing decisions and profession shifts. This website is using a security service to guard itself from on-line attacks. There are a quantity of actions that might trigger this block together with submitting a sure word or phrase, a SQL command or malformed information.<\/p>\n<p>Fibonacci retracement can be seen each time there is a noticeable upward or a downward trend in a stock\u2019s value. This analytical tool tells us that if a stock\u2019s value is on a high, it may first retrace again earlier than moving up once more on the price charts. Fibonacci retracement ranges are unchanging, making identification straightforward.<\/p>\n<h2>How To Calculate Fibonacci Retracement Ranges<\/h2>\n<p>Traders use these retracement ranges to establish assist and resistance levels and decide entry and exit points. Fibonacci Retracement can be utilized to virtually any buying and selling  instrument and is comparatively easier when compared to other technical indicators. This makes Fibonacci Retracement some of the broadly used indicators by buyers to evaluate and analyse shares. Investors apply the Fibonacci Retracement method after they witness a inventory showcasing high volatility. With such volatility, it&#8217;s at all times believed that the inventory worth will always retrace again earlier than its subsequent movement. For example, if a inventory has reached Rs 500 from 250, it is more probably to retrace back to Rs 350 earlier than moving as much as Rs 650.<\/p>\n<ul>\n<li>Using the same sequence and its relationship with nearly every thing, the method of Fibonacci Retracement was created to find the support and resistance stage.<\/li>\n<li>The vertical distance between these extreme factors are calculated after which divided by the key Fibonacci ratios of 23.6%, 38.2%, 50%, sixty one.8%, and one hundred pc.<\/li>\n<li>Our Goods &#038; Services Tax course includes tutorial videos, guides and skilled assistance to help you in mastering Goods and Services Tax.<\/li>\n<li>The Fibonacci retracement ranges are all derived from this quantity string.<\/li>\n<li>Fibonacci Extensions are key areas where the value of the stock or forex pair or commodity would possibly reverse.<\/li>\n<\/ul>\n<p>The Parabola Pop method monitors breakouts above and below retracement ranges to determine entry factors for important breakouts and falls. Fibonacci sequence The Flush method reveals hidden levels of help and resistance that may be used for entry, exit, and cease placement. If the worth of a stock has run up significantly, an investor can use the Fibonacci levels to foretell the retracement level and purchase the inventory there. Similarly, in the case of a down move, a dealer can use the Fibonacci levels to short the inventory once the worth retraces.<\/p>\n<h2>What Is The Fibonacci Retracement Ratio?<\/h2>\n<p>Fibonacci ranges have been named after the good Italian mathematician Leonardo Pisano Bigollo, usually often identified as Leonardo Fibonacci. Instead, after studying about these numbers from Indian merchants, Fibonacci offered them to Western Europe. The interval from 450 to 200 BCE noticed the development of Fibonacci retracement ranges in Ancient India. Traders use Fibonacci Retracement ranges to discover out the place to position orders to enter and exit. Whenever there is a sharp transfer in the stock value either upward or downward, it usually has a excessive possibility of a pull back earlier than continuing within the direction of the primary development. Fibonacci evaluation has its application in the Stock Market and may be applied when you&#8217;re expecting a correction after a pointy up transfer or down move.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"303px\" alt=\"What is Fibonacci Retracement in Forex Trading\"\/><\/p>\n<p>Each ratio is an element of the computation associated to the string of numbers. However, using Fibonacci Retracement is subjective and has been recognized to make income for some buyers and losses for others. As there is not a logical proof behind the effectiveness of the Fibonacci Retracement to judge stocks, there is no saying if it could work for a particular funding strategy. Furthermore, the Fibonacci Retracement can only sign towards a value correction, countertrend bounces and reversals without any robust or weak indicators in path of the worth actions.<\/p>\n<h2>What Is Piotroski Score? How To Use It In Stock Picking?<\/h2>\n<p>The Fibonacci retracement indicator employs numbers identified by Leonardo Pisano (&#8220;Fibonacci&#8221;), a 13th-century mathematician. No calculation is required as a end result of there is no technique for figuring out the Fibonacci retracement ranges. A Fibonacci retracement calculation is nothing greater than a simple reference to the chances of the value vary being thought of.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"What is Fibonacci Retracement in Forex Trading\"\/><\/p>\n<p>Consequently, buyers and merchants are really helpful to make use of different confirmation signals as an alternative of depending solely on a Fibonacci retracement strategy. Fibonacci retracement levels show where a inventory could reverse or stall. These happen between a safety&#8217;s excessive and low points to forecast price movement.<\/p>\n<p>The Fibonacci indicator will then generate the levels between these two points. Additionally, there are several widespread ratios that are obtained by dividing completely different numbers in the series. If a number is split with a primary place greater, the ratio of zero.618 is obtained.<\/p>\n<p>The Fibonacci Retracement proves to be an effective way for investors to draw the support lines and  identify the resistance ranges. Every trading platform accommodates a tool that routinely calculates the Fibonacci Retracement levels and automatically draws the help strains. In technical analysis, a Fibonacci Retracement is created by taking a peak and a trough (extreme points) on a inventory chart.<\/p>\n<p><a href=\"https:\/\/www.xcritical.in\/blog\/how-to-use-the-fibonacci-retracement-indicator\/\"><\/p>\n<figure><img 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' alt='retracement indicator' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='404px'\/><\/figure>\n<p><\/a><\/p>\n<p>Similarly, if a quantity is split with a quantity two locations greater, the ratio of zero.382 is obtained. CAs, consultants and companies can get GST prepared with Clear GST software <a href=\"https:\/\/www.xcritical.in\/\">https:\/\/www.xcritical.in\/<\/a> &amp; certification course. Our GST Software helps CAs, tax consultants &amp; enterprise to handle returns &amp; invoices in an easy method.<\/p>\n<div style='text-align:center'><iframe width='562' height='310' src='https:\/\/www.youtube.com\/embed\/DI5iNRIEx9Q' frameborder='0' alt='What is Fibonacci Retracement in Forex Trading' allowfullscreen><\/iframe><\/div>\n<p>Traders utilise varied indicators to analyse tendencies and make better buying and selling alternatives. Fibonacci ranges are thought-about to be necessary and effective instruments of technical evaluation for figuring out the possible ranges of development reversal. By taking them into account the dealer can decide the robust help and resistance levels, as well as the potential targets of correction and continuation developments.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>You use it by finding the vertical distance between two extreme factors and then dividing it by the important thing Fibonacci ratios of 23.6%, 38.2%, 50%, 61.8%, and 100%. Master the Fibonacci Retracement device and take your Trading to the next level. The Fibonacci sequence is a sequence during which every quantity is the sum [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[52],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v20.10 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Fibonacci Retracement: Which Means, Advantages &amp; Disadvantages Finschool By 5paisa - Sewa Scaffolding Palu<\/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:\/\/sewascaffoldingpalu.com\/?p=7089\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Fibonacci Retracement: Which Means, Advantages &amp; Disadvantages Finschool By 5paisa - Sewa Scaffolding Palu\" \/>\n<meta property=\"og:description\" content=\"You use it by finding the vertical distance between two extreme factors and then dividing it by the important thing Fibonacci ratios of 23.6%, 38.2%, 50%, 61.8%, and 100%. Master the Fibonacci Retracement device and take your Trading to the next level. 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Master the Fibonacci Retracement device and take your Trading to the next level. 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