{"id":17950,"date":"2023-02-22T12:06:49","date_gmt":"2023-02-22T10:06:49","guid":{"rendered":"https:\/\/psiloritis-chalet.com\/stock-split-definition-how-they-work-impact-on-4\/"},"modified":"2023-02-22T12:06:49","modified_gmt":"2023-02-22T10:06:49","slug":"stock-split-definition-how-they-work-impact-on-4","status":"publish","type":"post","link":"https:\/\/psiloritis-chalet.com\/el\/stock-split-definition-how-they-work-impact-on-4\/","title":{"rendered":"stock split definition how they work impact on price 3"},"content":{"rendered":"<p>Understanding Stock Splits: What It Is, How It Works, and Its Advantages and Disadvantages for Investors<\/p>\n<p>They also notify stock exchanges so that share price adjustments are reflected accurately in market listings. Investors should review these disclosures to understand the reasons behind the split and what it means for the company\u2019s future. A stock split aims to make shares more accessible and affordable to a wider range of investors. This is achieved by increasing the number of shares and decreasing the price per share, which boosts liquidity and market interest.<\/p>\n<p>Stock splits are also used to align share prices with industry peers, making the stock more competitive. Additionally, splits can signal confidence in a company\u2019s performance, reflecting strong growth and future potential. This can increase liquidity (the ability to trade the stock easily) and trading volume.<\/p>\n<h2>Is reverse splitting good or bad for investors?<\/h2>\n<ul>\n<li>For example, if the ratio is 2-for-1, each investor receives two new shares for every one owned before the split.<\/li>\n<li>In a reverse stock split, a company reduces the number of its shares by combining multiple shares into one.<\/li>\n<li>In fact by looking at the long-term charts of many stocks that have undergone reverse splits, we came up with the Waterfall Trading Strategy which shows traders how to profit from these stocks in decline.<\/li>\n<li>In conclusion, both regular and reverse stock splits serve different purposes for companies and their shareholders.<\/li>\n<\/ul>\n<p>Notably, despite the altered share price and quantity, the cumulative value of an investor&#8217;s holdings remains unchanged. Only shareholders on record as of that date will receive the additional shares resulting from the split. Stock splits can be good for investors because they make a stock&#8217;s price more affordable, allowing some investors who were priced out before to buy the stock now.<\/p>\n<h2>Why Do Companies Perform Stock Splits?<\/h2>\n<p>Whether aimed at increasing accessibility for investors or signaling confidence in future growth, stock splits can influence market dynamics and investor sentiment. By understanding the motivations behind stock splits and their implications for investors, individuals can make informed decisions in navigating the ever-evolving landscape of the financial markets. While a stock split doesn&#8217;t inherently change a company&#8217;s value, it can affect market perception and liquidity. The lower share prices resulting from a split may make the stock more accessible to smaller investors, potentially broadening the shareholder base.<\/p>\n<ul>\n<li>Understanding what a reverse stock split involves and how it impacts market dynamics can give you a unique edge that adds fantastic diversification to your portfolio.<\/li>\n<li>This refers to how, after a significant corporate event (stock splits and other company announcements), there&#8217;s still an effect even though, all things being equal, there shouldn&#8217;t be.<\/li>\n<li>For instance, a high stock price might discourage smaller investors who are unable or unwilling to invest large sums.<\/li>\n<li>Our well-researched strategies help traders and investors navigate market events and make informed decisions.<\/li>\n<li>That said, given the findings of an announcement premium, there might be prospects for taking advantage of mispricings around splits.<\/li>\n<\/ul>\n<h2>The Pros and Cons of Reverse Stock Splits<\/h2>\n<p>It is usually an indicator that the stock price has plummeted, and the company\u2019s board of directors is attempting to inflate the prices artificially without any fundamental business proposition. Furthermore, as the number of shares is reduced on the market, the stock\u2019s liquidity is generally also affected, making the stock more volatile for traders. Therefore, while the number of outstanding shares changes, the company\u2019s overall valuation and the value of each shareholder\u2019s stake remain the same.<\/p>\n<h2>What&#8217;s a stock split and how does it affect my investment?<\/h2>\n<p>The split reduced Tesla\u2019s share price from approximately $2,200 to $440, attracting a larger investor base. Tesla\u2019s move coincided with its inclusion in the S&amp;P 500, further increasing its visibility and liquidity. This example underscores how stock splits can be part of a broader strategy to align with growth milestones and market dynamics. Historical evidence suggests that stock splits might be followed by a short-term increase in share price, reflecting investor enthusiasm or perceived affordability. However, it\u2019s crucial to understand that such movements are not guaranteed and may also be influenced by broader market conditions and investor sentiment.<\/p>\n<h2>Backtesting Trading Systems with Split Adjusted Data History<\/h2>\n<p>After a 2-for-1 split, you will own 200 shares priced at \u00a325 each, maintaining the same total value. While splits increase the number of shares, the overall ownership stake remains consistent. Tesla\u2019s 5-for-1 stock split in 2020 exemplifies the use of splits to enhance market appeal.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"600px\" alt=\"stock split: definition how they work impact on price\" 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\"\/><\/p>\n<p>The most standard stock splits are traditional stock splits, such as 2-for-1 and 3-for-1. For example, in a 2-for-1 stock split, a shareholder receives two shares after the split for every share they owned before the <a href=\"https:\/\/www.accountingcoaching.online\/stock-split-definition-how-they-work-impact-on\/\">stock split: definition how they work impact on price<\/a> split. The following guide, illustrated by examples, will look at how this process works, how it is applied, and how it can affect an investor\u2019s portfolio. Similarly, in a 1-for-10 reverse stock split, every ten shares are merged into one. For instance, if you own 1000 shares priced at $1 each, post-split, you will own 100 shares, but each will now be priced at $10. Understanding these ratios is essential to gauge the potential impact on stock value and market perception.<\/p>\n<p>This, however, does not change the market capitalization of a company, and the value of your held shares will remain the same. Like any corporate action, reverse stock splits come with advantages and disadvantages. Investigating past and recent reverse stock splits, such as the notable GE reverse stock splits (see chart below), can offer insights into potential trends and patterns. The GE chart below shows how after the 1-For-8 Reverse split in August 2021 was followed by a significant decline in the stock price. However the much smaller 1000-For-1281 Reverse Split in January 2023 was followed by a rally.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"604px\" alt=\"stock split: definition how they work impact on price\" 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\"\/><\/p>\n<h2>Why Do Companies Split Their Stock?<\/h2>\n<p>This is usually to avoid trading at really low prices and to follow the rules of stock exchanges. Although a stock split that increases the total number of shares outstanding is more common, a reverse stock split also occurs. Reverse stock splits decrease the number of shares outstanding and increase the share price of the stock.<\/p>","protected":false},"excerpt":{"rendered":"<p>Understanding Stock Splits: What It Is, How It Works, and Its Advantages and Disadvantages for Investors They also notify stock exchanges so that share price adjustments are reflected accurately in market listings. Investors should review these disclosures to understand the [&hellip;]<\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"inline_featured_image":false,"footnotes":""},"categories":[794],"tags":[],"class_list":["post-17950","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v20.7 (Yoast SEO v25.6) - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>stock split definition how they work impact on price 3 - Psiloritis Chalet<\/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:\/\/psiloritis-chalet.com\/el\/stock-split-definition-how-they-work-impact-on-4\/\" \/>\n<meta property=\"og:locale\" content=\"el_GR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"stock split definition how they work impact on price 3\" \/>\n<meta property=\"og:description\" content=\"Understanding Stock Splits: What It Is, How It Works, and Its Advantages and Disadvantages for Investors They also notify stock exchanges so that share price adjustments are reflected accurately in market listings. 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