{"id":3205,"date":"2024-11-16T02:02:17","date_gmt":"2024-11-16T02:02:17","guid":{"rendered":"http:\/\/jtechee.fte.kmutnb.ac.th\/?p=3205"},"modified":"2023-06-07T20:46:45","modified_gmt":"2023-06-07T20:46:45","slug":"why-no-body-is-referring-to-caribbean-holdings-and-what-you-should-do-today","status":"publish","type":"post","link":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/2024\/11\/16\/why-no-body-is-referring-to-caribbean-holdings-and-what-you-should-do-today\/","title":{"rendered":"<h1>Why No body is Referring To Caribbean Holdings And What You Should Do Today<\/h1>"},"content":{"rendered":"<p>For each additional increment of risk incurred, the expected return should proportionately increase. This is perhaps one of the best measurements of whether or not a company is cheap or expensive.8 To compute, divide the EV by EBITDA (see above for calculations). However, more expensive companies are often valued higher because they are growing faster or because they are a higher quality company. With that said, the best way to use EV\/EBITDA is to compare it to that of other similar companies. The fact that Trump can benefit financially from the statements he makes on the social media platform has raised ethical concerns \u2013 as have his many other business ties. President-elect Donald Trump\u2019s social media stock had been sinking fast after a short-lived, post-election-victory surge this week. Then, with a single post on Truth Social, he helped boost the stock again \u2013 and added a half billion dollars to his net worth as a result.<\/p>\n<p>Thus, if the interest rates tend to rise, the interest payable on the debt taken also rises. In any case, if the stock is undervalued, it may trade at a lower price than its potential. Financial and equity  analysts tend to use growth stock valuation for analyzing firms. They may utilize different methods and stock valuation formulas to estimate its actual value. Additionally, stock valuation analysis often involves a combination of quantitative and qualitative factors. Thus, investors should regularly update their analyses to reflect changing market conditions and company performance. Relative stock valuation compares the potential investment to similar companies.<\/p>\n<h2>Young ones, Work and Caribbean Holdings<\/h2>\n<p>For example, if a company is eventually going to get to a 10% profit margin, so for every dollar in sales, they keep 10 cents, and they&#8217;re currently at half a percent of profit margin, the PE ratio is artificially low by a factor of 20. If their earnings yield is half of one percent, that&#8217;s their current profit margin, and they eventually can get to 10 percent, that&#8217;s a 20-fold increase. Once the model is set up, the analyst can play with the variables to see how valuation changes with these different assumptions. First, each company\u2019s earnings and book value are available in their quarterly (10-Q) and annual (10-K) SEC filings. Most stock companies also post SEC filings on the Investor Relations page of their websites. In that case, it is \u2018cheap.\u2019 A cheap stock is one whose shares might be a good investment. In that case, it might be \u2018expensive.\u2019 An expensive stock is one whose shares are not likely a good investment.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"300px\" alt=\"Caribbean Holdings\"\/><\/p>\n<h3>Return on Equity (ROE)<\/h3>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"stock valuation\"\/><\/p>\n<p>A single share of a company represents a small ownership stake in the business. As a stockholder, your percentage of ownership of the company is determined by dividing the number of shares you own by the total number of shares outstanding and then multiplying that amount by 100. Owning stock in a company generally confers to the stock owner both corporate voting rights and income from any dividends paid. While the current market price is said to reflect all variables (including irrational behavior), valuation models will only factor in a few variables. To compute this number, use the net income that excludes any one-time gains or losses and excludes any non-cash expenses like amortization of goodwill.<\/p>\n<p>In recent financial results, there&#8217;s a significant difference between the two companies. Where D1,  D2 and Dn are the dividend per share at the end of Year 1, Year 2 and Year n and Vn is the terminal value. Suzanne Frey, an executive at Alphabet, is a member of The Motley Fool&#8217;s board of directors. Teresa Kersten, an employee of LinkedIn, a Microsoft subsidiary, is a member of The Motley Fool&#8217;s board of directors. <a href=\"https:\/\/hermannherald.com\/\">Hermann Herald<\/a> Brian Feroldi owns shares of Alphabet (A shares), Alphabet (C shares), and Microsoft. Brian Withers owns shares of Alphabet (A shares), Alphabet (C shares), and Apple. The Motley Fool owns shares of and recommends Alphabet (A shares), Alphabet (C shares), Apple, and Microsoft.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>For each additional increment of risk incurred, the expected return should proportionately increase. This is perhaps one of the best measurements of whether or not a company is cheap or expensive.8 To compute, divide&#46;&#46;&#46;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/wp-json\/wp\/v2\/posts\/3205"}],"collection":[{"href":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/wp-json\/wp\/v2\/comments?post=3205"}],"version-history":[{"count":1,"href":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/wp-json\/wp\/v2\/posts\/3205\/revisions"}],"predecessor-version":[{"id":3206,"href":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/wp-json\/wp\/v2\/posts\/3205\/revisions\/3206"}],"wp:attachment":[{"href":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/wp-json\/wp\/v2\/media?parent=3205"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/wp-json\/wp\/v2\/categories?post=3205"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/jtechee.fte.kmutnb.ac.th\/index.php\/wp-json\/wp\/v2\/tags?post=3205"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}