{"id":2479,"date":"2024-01-24T08:19:11","date_gmt":"2024-01-24T07:19:11","guid":{"rendered":"https:\/\/sb-bau.be\/?p=2479"},"modified":"2024-12-30T22:39:09","modified_gmt":"2024-12-30T21:39:09","slug":"oversold-and-overbought-stocks-explained-with-rsi","status":"publish","type":"post","link":"https:\/\/sb-bau.be\/de\/oversold-and-overbought-stocks-explained-with-rsi\/","title":{"rendered":"Oversold and Overbought Stocks Explained with RSI Levels"},"content":{"rendered":"<p><img decoding=\"async\" src=\"data:image\/jpg;base64,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\" width=\"607px\" alt=\"how to find oversold stocks\"\/><\/p>\n<p><p>In this example, we\u2019ve also created a `pe_close_avg` column, which calculates the derived PE ratio using the average close price (90 days in this case). Also think long and hard about how much money you can afford to lose when trading. Never trade more than you can afford to lose on a one-time or regular basis. Knowing the risks of trading ahead of time can help you reach your full trading potential. You can use the Relative Strength Index (RSI), one of the most common ways to measure price momentum. The RSI is a momentum oscillator which measures the speed and change of price movements.<\/p>\n<\/p>\n<ol>\n<li>Recognizing these conditions can offer traders significant trading opportunities.<\/li>\n<li>Like with almost everything chart-related, price and time are the two factors that determine whether a stock is oversold or overbought.<\/li>\n<li>Running get_earnings(\u00ab\u00a0MSFT\u00a0\u00bb) will provide Microsoft&rsquo;s (MSFT) historical EPS estimate and actual data.<\/li>\n<li>To delve deeper into this trading method, consider learning about the Triple RSI Strategy, which combines multiple RSI readings for enhanced accuracy and better trading outcomes.<\/li>\n<li>With impending economic shifts and regulatory changes, maintaining a flexible and adaptive strategy is key to navigating potential fluctuations successfully.<\/li>\n<li>This involves a commitment to education, technological integration, and diligent market analysis.<\/li>\n<li>An overbought stock is one that is overvalued, which means the outlook is bearish as there will be a pullback on the stock soon, meaning its price will fall as investors start selling.<\/li>\n<\/ol>\n<p><h2>Active Investor<\/h2>\n<\/p>\n<p><p>Comparing indicators like RSI, Stochastic Oscillator, MACD, and CCI can help pick the right one for you. This happens when many traders buy it, pushing the price up quickly. For quantitative analysis, software like MATLAB or Python libraries (numpy, scipy) can be used to model and simulate stock behaviors. Instead of using 30 and 70 as oversold and overbought levels, for example, one common modification is to widen the parameters to 20  and 80.<\/p>\n<\/p>\n<p><p>RSI compares the magnitude of recent gains to recent losses to assess whether a stock is overbought or oversold. The indicator ranges from 0 to 100 and is typically used to evaluate whether a stock is moving too fast in either direction. If the RSI falls below 30, the stock is considered oversold, suggesting it could be undervalued and due for a bounce. If the RSI rises above 70, the stock is seen as in an overbought zone, potentially signalling a price correction on the horizon.<\/p>\n<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpg;base64,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\" width=\"609px\" alt=\"how to find oversold stocks\"\/><\/p>\n<p><h2>step trading guide<\/h2>\n<\/p>\n<p><p>The RSI attempts to reveal how committed buyers and sellers are to their positions. The overbought stock meaning refers to a stock that has increased quickly and is potentially trading higher than its actual value. Overbought conditions might signal that the price is at risk of a pullback. However, generally speaking, MACD is less about pinpointing specific overbought\/oversold levels and more about identifying when momentum is shifting.<\/p>\n<\/p>\n<p><p>Identifying stocks that are overbought&nbsp;or oversold&nbsp;can be an important part of establishing buy and sell points for stocks, exchange-traded funds, options, forex, or commodities. An oversold market is one that has fallen sharply <a href=\"https:\/\/g-markets.net\/helpful-articles\/how-to-find-overbought-or-oversold-stocks-easy\/\">how to find oversold stocks<\/a> and is expected to bounce higher. On the other hand, an overbought market has risen sharply and is possibly ripe for a decline.<\/p>\n<\/p>\n<p><h2>Risks of Trading Oversold and Overbought Stocks<\/h2>\n<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpg;base64,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\" width=\"608px\" alt=\"how to find oversold stocks\"\/><\/p>\n<p><p>Technical analysis focuses on market action \u2014 specifically, volume and price. When considering which stocks to buy or sell, you should use the approach that you&rsquo;re most comfortable with. In addition to the overbought and oversold signals that RSI can generate, it is possible to dig a little  deeper into the relationship between RSI and the price action of the stock or index. A negative reversal could occur when RSI forms a higher high, but the price forms a lower high.<\/p>\n<\/p>\n<ol>\n<li>Important indicators include the Relative Strength Index (RSI), Stochastic Oscillator, Moving Average Convergence Divergence (MACD), and Commodity Channel Index (CCI).<\/li>\n<li>The values of virtual currencies values are subject to extreme price volatility and therefore may result in significant loss over a short period of time.<\/li>\n<li>Learning new concepts about trading approaches and the stock market is critical to your success as a trader.<\/li>\n<li>For investors, oversold is when share price is no longer equal to its actual value.<\/li>\n<li>However, if news has been anticipated, the release could trigger profit taking.<\/li>\n<\/ol>\n<p><p>If a stock\u2019s P\/E dips to the bottom of its historic range, or falls below the average P\/E of the sector, investors may see the stock as undervalued. When a stock is oversold, analysts mean that its price has gone too far in a negative direction. They base this on both fundamental and technical indicators that suggest that the stock is now trading at a discount to its intrinsic value. When confirmed with other trading signals, an oversold stock can be a buying signal.<\/p>\n<\/p>\n<p><p>A security that is selling near the low end of the lower Bollinger band and has a low RSI is usually considered oversold. An overbought stock is one that is overvalued, which means the outlook is bearish as there will be a pullback on the stock soon, meaning its price will fall as investors start selling. The signs of an undervalued stock include a P\/B ratio lower than 1, a relative strength index (RSI) of 30 and below, and a stochastic oscillator of 20 points or less. A stochastic value of 100 means that prices during the current period closed at the highest price within the established time frame. A stochastic value of 80 or above is considered an indication of an overbought status, with values of 20 or lower indicating oversold status.<\/p>\n<\/p>\n<p><p>However, this could be a unique opportunity to get more stocks at a discount. You buy a stock when it has been oversold because it is undervalued and the stock will rally on a price bounce. When a stock is overbought, you sell it straight away because a pullback will occur. When the RSI indicator approaches 100, it suggests that the average gains increasingly exceed the average losses over the established time frame. The higher the RSI, the stronger and more protracted the bullish trend. A long and aggressive downtrend, on the other hand, results in an RSI that progressively moves toward zero.<\/p>\n<\/p>\n<p><p>These tools are getting more advanced, giving traders detailed data to work with in a fast-changing market. The primary opportunity lies in potentially acquiring equity at a lower price before a price correction or upward trend, leading to significant financial gains. Historical examples abound where oversold stocks have rebounded, such as during the recovery phases following major market downturns like the 2008 financial crisis. Stocks of companies with strong fundamentals but temporary setbacks have shown potential for recovery and substantial gains for discerning investors willing to shoulder the risk.<\/p>\n<\/p>\n<p><p>The content provided by Binomo Blog does not include financial advice, guidance or recommendations to take, or not to take, any trades, investments or decisions in relation to any matter. The content provided is impersonal and not adapted to any specific client, trader, or business. There are inherent risks involved with trading, including the loss of your investment. Any investment is solely at your own risk, you assume full responsibility. By identifying these signs, you can spot oversold stocks with the potential for price recovery and the opportunity to buy in at a discount.<\/p>\n<\/p>\n<p><p>The Japanese yen remains under pressure, trading near a five-month low against the US dollar. This trend is primarily driven by differences in monetary policy approaches. The oversold stock meaning refers to a stock that has dropped significantly and may be below its true value. This often happens when there\u2019s been excessive selling, and it could suggest that its price is due for a rebound. Now, let\u2019s break down some of the most popular indicators used for this purpose.<\/p><\/p>","protected":false},"excerpt":{"rendered":"<p>In this example, we\u2019ve also created a `pe_close_avg` column, which calculates the derived PE ratio using the average close price (90 days in this case). Also think long and hard about how much money you can afford to lose when trading. Never trade more than you can afford to lose on a one-time or regular [&hellip;]<\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[24],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v20.7 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Oversold and Overbought Stocks Explained with RSI Levels - Sb-Bau<\/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:\/\/sb-bau.be\/de\/oversold-and-overbought-stocks-explained-with-rsi\/\" \/>\n<meta property=\"og:locale\" content=\"de_DE\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Oversold and Overbought Stocks Explained with RSI Levels - Sb-Bau\" \/>\n<meta property=\"og:description\" content=\"In this example, we\u2019ve also created a `pe_close_avg` column, which calculates the derived PE ratio using the average close price (90 days in this case). Also think long and hard about how much money you can afford to lose when trading. Never trade more than you can afford to lose on a one-time or regular [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"https:\/\/sb-bau.be\/de\/oversold-and-overbought-stocks-explained-with-rsi\/\" \/>\n<meta property=\"og:site_name\" content=\"Sb-Bau\" \/>\n<meta property=\"article:published_time\" content=\"2024-01-24T07:19:11+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2024-12-30T21:39:09+00:00\" \/>\n<meta name=\"author\" content=\"admin7681\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Verfasst von\" \/>\n\t<meta name=\"twitter:data1\" content=\"admin7681\" \/>\n\t<meta name=\"twitter:label2\" content=\"Gesch\u00e4tzte Lesezeit\" \/>\n\t<meta name=\"twitter:data2\" content=\"6 Minuten\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/#article\",\"isPartOf\":{\"@id\":\"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/\"},\"author\":{\"name\":\"admin7681\",\"@id\":\"https:\/\/sb-bau.be\/#\/schema\/person\/abc9f5577e2ed0717b8c3b95f0f1afd2\"},\"headline\":\"Oversold and Overbought Stocks Explained with RSI Levels\",\"datePublished\":\"2024-01-24T07:19:11+00:00\",\"dateModified\":\"2024-12-30T21:39:09+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/\"},\"wordCount\":1297,\"commentCount\":0,\"publisher\":{\"@id\":\"https:\/\/sb-bau.be\/#organization\"},\"articleSection\":[\"Forex Trading\"],\"inLanguage\":\"de-DE\",\"potentialAction\":[{\"@type\":\"CommentAction\",\"name\":\"Comment\",\"target\":[\"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/#respond\"]}]},{\"@type\":\"WebPage\",\"@id\":\"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/\",\"url\":\"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/\",\"name\":\"Oversold and Overbought Stocks Explained with RSI Levels - Sb-Bau\",\"isPartOf\":{\"@id\":\"https:\/\/sb-bau.be\/#website\"},\"datePublished\":\"2024-01-24T07:19:11+00:00\",\"dateModified\":\"2024-12-30T21:39:09+00:00\",\"breadcrumb\":{\"@id\":\"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/#breadcrumb\"},\"inLanguage\":\"de-DE\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Accueil\",\"item\":\"https:\/\/sb-bau.be\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Oversold and Overbought Stocks Explained with RSI Levels\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\/\/sb-bau.be\/#website\",\"url\":\"https:\/\/sb-bau.be\/\",\"name\":\"Sb-Bau\",\"description\":\"Bau &amp; Sanierung\",\"publisher\":{\"@id\":\"https:\/\/sb-bau.be\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\/\/sb-bau.be\/?s={search_term_string}\"},\"query-input\":\"required name=search_term_string\"}],\"inLanguage\":\"de-DE\"},{\"@type\":\"Organization\",\"@id\":\"https:\/\/sb-bau.be\/#organization\",\"name\":\"Sb-Bau\",\"url\":\"https:\/\/sb-bau.be\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"de-DE\",\"@id\":\"https:\/\/sb-bau.be\/#\/schema\/logo\/image\/\",\"url\":\"https:\/\/sb-bau.be\/wp-content\/uploads\/2023\/04\/Logo-Full-FR-T.webp\",\"contentUrl\":\"https:\/\/sb-bau.be\/wp-content\/uploads\/2023\/04\/Logo-Full-FR-T.webp\",\"width\":500,\"height\":500,\"caption\":\"Sb-Bau\"},\"image\":{\"@id\":\"https:\/\/sb-bau.be\/#\/schema\/logo\/image\/\"}},{\"@type\":\"Person\",\"@id\":\"https:\/\/sb-bau.be\/#\/schema\/person\/abc9f5577e2ed0717b8c3b95f0f1afd2\",\"name\":\"admin7681\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"de-DE\",\"@id\":\"https:\/\/sb-bau.be\/#\/schema\/person\/image\/\",\"url\":\"https:\/\/secure.gravatar.com\/avatar\/1971e2ff2de4a40f2cbc308a50d47049?s=96&d=mm&r=g\",\"contentUrl\":\"https:\/\/secure.gravatar.com\/avatar\/1971e2ff2de4a40f2cbc308a50d47049?s=96&d=mm&r=g\",\"caption\":\"admin7681\"},\"sameAs\":[\"http:\/\/sb-bau.be\"],\"url\":\"https:\/\/sb-bau.be\/de\/author\/admin7681\/\"}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Oversold and Overbought Stocks Explained with RSI Levels - Sb-Bau","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/sb-bau.be\/de\/oversold-and-overbought-stocks-explained-with-rsi\/","og_locale":"de_DE","og_type":"article","og_title":"Oversold and Overbought Stocks Explained with RSI Levels - Sb-Bau","og_description":"In this example, we\u2019ve also created a `pe_close_avg` column, which calculates the derived PE ratio using the average close price (90 days in this case). Also think long and hard about how much money you can afford to lose when trading. Never trade more than you can afford to lose on a one-time or regular [&hellip;]","og_url":"https:\/\/sb-bau.be\/de\/oversold-and-overbought-stocks-explained-with-rsi\/","og_site_name":"Sb-Bau","article_published_time":"2024-01-24T07:19:11+00:00","article_modified_time":"2024-12-30T21:39:09+00:00","author":"admin7681","twitter_card":"summary_large_image","twitter_misc":{"Verfasst von":"admin7681","Gesch\u00e4tzte Lesezeit":"6 Minuten"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/#article","isPartOf":{"@id":"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/"},"author":{"name":"admin7681","@id":"https:\/\/sb-bau.be\/#\/schema\/person\/abc9f5577e2ed0717b8c3b95f0f1afd2"},"headline":"Oversold and Overbought Stocks Explained with RSI Levels","datePublished":"2024-01-24T07:19:11+00:00","dateModified":"2024-12-30T21:39:09+00:00","mainEntityOfPage":{"@id":"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/"},"wordCount":1297,"commentCount":0,"publisher":{"@id":"https:\/\/sb-bau.be\/#organization"},"articleSection":["Forex Trading"],"inLanguage":"de-DE","potentialAction":[{"@type":"CommentAction","name":"Comment","target":["https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/#respond"]}]},{"@type":"WebPage","@id":"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/","url":"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/","name":"Oversold and Overbought Stocks Explained with RSI Levels - Sb-Bau","isPartOf":{"@id":"https:\/\/sb-bau.be\/#website"},"datePublished":"2024-01-24T07:19:11+00:00","dateModified":"2024-12-30T21:39:09+00:00","breadcrumb":{"@id":"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/#breadcrumb"},"inLanguage":"de-DE","potentialAction":[{"@type":"ReadAction","target":["https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/"]}]},{"@type":"BreadcrumbList","@id":"https:\/\/sb-bau.be\/oversold-and-overbought-stocks-explained-with-rsi\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Accueil","item":"https:\/\/sb-bau.be\/"},{"@type":"ListItem","position":2,"name":"Oversold and Overbought Stocks Explained with RSI Levels"}]},{"@type":"WebSite","@id":"https:\/\/sb-bau.be\/#website","url":"https:\/\/sb-bau.be\/","name":"Sb-Bau","description":"Bau &amp; Sanierung","publisher":{"@id":"https:\/\/sb-bau.be\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/sb-bau.be\/?s={search_term_string}"},"query-input":"required name=search_term_string"}],"inLanguage":"de-DE"},{"@type":"Organization","@id":"https:\/\/sb-bau.be\/#organization","name":"Sb-Bau","url":"https:\/\/sb-bau.be\/","logo":{"@type":"ImageObject","inLanguage":"de-DE","@id":"https:\/\/sb-bau.be\/#\/schema\/logo\/image\/","url":"https:\/\/sb-bau.be\/wp-content\/uploads\/2023\/04\/Logo-Full-FR-T.webp","contentUrl":"https:\/\/sb-bau.be\/wp-content\/uploads\/2023\/04\/Logo-Full-FR-T.webp","width":500,"height":500,"caption":"Sb-Bau"},"image":{"@id":"https:\/\/sb-bau.be\/#\/schema\/logo\/image\/"}},{"@type":"Person","@id":"https:\/\/sb-bau.be\/#\/schema\/person\/abc9f5577e2ed0717b8c3b95f0f1afd2","name":"admin7681","image":{"@type":"ImageObject","inLanguage":"de-DE","@id":"https:\/\/sb-bau.be\/#\/schema\/person\/image\/","url":"https:\/\/secure.gravatar.com\/avatar\/1971e2ff2de4a40f2cbc308a50d47049?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/1971e2ff2de4a40f2cbc308a50d47049?s=96&d=mm&r=g","caption":"admin7681"},"sameAs":["http:\/\/sb-bau.be"],"url":"https:\/\/sb-bau.be\/de\/author\/admin7681\/"}]}},"_links":{"self":[{"href":"https:\/\/sb-bau.be\/de\/wp-json\/wp\/v2\/posts\/2479"}],"collection":[{"href":"https:\/\/sb-bau.be\/de\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/sb-bau.be\/de\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/sb-bau.be\/de\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/sb-bau.be\/de\/wp-json\/wp\/v2\/comments?post=2479"}],"version-history":[{"count":1,"href":"https:\/\/sb-bau.be\/de\/wp-json\/wp\/v2\/posts\/2479\/revisions"}],"predecessor-version":[{"id":2480,"href":"https:\/\/sb-bau.be\/de\/wp-json\/wp\/v2\/posts\/2479\/revisions\/2480"}],"wp:attachment":[{"href":"https:\/\/sb-bau.be\/de\/wp-json\/wp\/v2\/media?parent=2479"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/sb-bau.be\/de\/wp-json\/wp\/v2\/categories?post=2479"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/sb-bau.be\/de\/wp-json\/wp\/v2\/tags?post=2479"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}