{"id":4971,"date":"2022-03-02T01:11:03","date_gmt":"2022-03-01T17:11:03","guid":{"rendered":"https:\/\/sanvicentekakanin.com\/?p=4971"},"modified":"2023-08-17T18:52:53","modified_gmt":"2023-08-17T10:52:53","slug":"the-basics-of-statement-of-retained-earnings","status":"publish","type":"post","link":"https:\/\/sanvicentekakanin.com\/index.php\/2022\/03\/02\/the-basics-of-statement-of-retained-earnings\/","title":{"rendered":"The Basics of Statement of Retained Earnings"},"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\">Statement of Retained Earnings<\/a><\/li>\n<li><a href=\"#toc-1\">Create a free account to unlock this Template<\/a><\/li>\n<li><a href=\"#toc-2\">How to Calculate the Effect of a Stock Dividend on Retained Earnings?<\/a><\/li>\n<li><a href=\"#toc-3\">Improve Accounting and Financial Management With Software<\/a><\/li>\n<li><a href=\"#toc-4\">Income statement<\/a><\/li>\n<li><a href=\"#toc-5\">Free Accounting Courses<\/a><\/li>\n<li><a href=\"#toc-6\">Why are retained earnings important?<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px\" alt=\"how to prepare a retained earnings statement\"\/><\/p>\n<p>Go a level deeper with us and investigate the potential impacts of climate change on investments like your retirement account. With NetSuite, you go live in a predictable timeframe \u2014 smart, stepped implementations begin with sales and span the entire customer lifecycle, so there\u2019s continuity from sales to services to support. Retained earnings can be used to pay off existing outstanding debts or loans that your business owes. The first use of the term &#8220;Statement of Retained Earnings&#8221; is unclear, but it likely became widely used after financial accounting standards and practices were widely adopted. Expecting that McDonald\u2019s will have over $24 billion of sales during 2017, how many eggs do you think the purchasing manager at McDonald\u2019s would need to purchase for the year? For the year ended December 31, 2016, McDonald\u2019s had sales of $24.6 billion.1 The amount of sales is often used by the business as the starting point for planning the next year.<\/p>\n<ul>\n<li>If the company has a net loss on the income statement, then the net loss is subtracted from the existing retained earnings.<\/li>\n<li>If the hypothetical company pays dividends, subtract the amount of dividends it pays from net income.<\/li>\n<li>Financial statements help with decision making and your ability to get outside financing.<\/li>\n<li>But it still keeps a good portion of its earnings to reinvest back into product development.<\/li>\n<li>That is the amount of residual net income that is not distributed as dividends but is reinvested or \u2018ploughed back\u2019 into the company.<\/li>\n<li>Net income (or loss) is the amount of your business\u2019s revenue minus expenses.<\/li>\n<\/ul>\n<p>The statement is important as it shows the financial health of the company and can help various stakeholders make informed decisions about the company. It also helps track how much profit has been retained over a period and can be an early indicator of potential bankruptcy. The statement of retained earnings has great importance to investors, shareholders, and the Board of Directors. As you can see, the beginning retained earnings account is zero because Paul just started the company this year.<\/p>\n<h2 id=\"toc-0\">Statement of Retained Earnings<\/h2>\n<p>The articles and research support materials available on this site are educational and are not intended to be investment or tax advice. All such information is provided solely for convenience purposes only and all users thereof should be guided accordingly. Advisory services provided by Carbon Collective Investment LLC (\u201cCarbon Collective&#8221;), an SEC-registered investment adviser.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"258px\" alt=\"how to prepare a retained earnings statement\"\/><\/p>\n<p>Thus, at 100,000 shares, the market value per share was $20 ($2Million\/100,000). However, after the stock dividend, the market value per share reduces to $18.18 ($2Million\/110,000). Thus, stock dividends lead to the transfer of the amount from the retained earnings account to the common stock account. The statement of retained earnings is an essential financial statement that summarizes changes in a company&#8217;s retained earnings over a given period. It highlights the impact of net income, dividends, and other transactions on the company&#8217;s overall financial position. The accountant then prepares the statement of retained earnings, which reflects the change in retained earnings for the year ending December 31, 2023.<\/p>\n<h2 id=\"toc-1\">Create a free account to unlock this Template<\/h2>\n<p>Even though they are the same numbers in the accounts, the totals on the worksheet and the totals on the balance sheet will be different because of the different presentation methods. You will not see a similarity between the 10-column worksheet and the balance sheet, because the 10-column worksheet is categorizing all accounts by the type of balance they have, debit or credit. The next step is to record information in the adjusted trial balance columns. If we go back and look at the trial balance for Printing Plus, we see that the trial balance shows debits and credits equal to $34,000. Retained earnings are the portion of profits that are available for reinvestment back into the business. These funds may be spent as working capital, capital expenditures or in paying off company debts.<\/p>\n<p>So, let&#8217;s dive in and understand the basics of this crucial financial statement. Over the same duration, its stock price rose by $84 ($112 &#8211; $28) per share. For an analyst, the absolute figure of retained earnings during a particular quarter or year may not provide any meaningful insight. Observing it over a period of time (for example, over five years) only indicates the trend of how much money a company is adding to retained earnings.<\/p>\n<h2 id=\"toc-2\">How to Calculate the Effect of a Stock Dividend on Retained Earnings?<\/h2>\n<p>The statement of retained earnings is a&nbsp;financial statement that is prepared to reconcile the beginning and ending retained earnings balances. Retained earnings are the profits or net income that a company chooses to keep rather <a href=\"https:\/\/goodmenproject.com\/business-ethics-2\/navigating-law-firm-bookkeeping-exploring-industry-specific-insights\/\">law firm bookkeeping<\/a> than distribute it to the shareholders. Nova Electronics Company earned a net income of $1,500,000 for the year 2021. The retained earnings account balance as per adjusted trial balance of the company was $3,500,000.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"256px\" alt=\"how to prepare a retained earnings statement\"\/><\/p>\n<p>The statement uses the final number from the financial statement previously completed. In this case, the statement of retained earnings uses  the net income (or net loss) amount from the income statement (Net Income, $5,800). Retained earnings are the earnings (the revenues) that the business  has left after expenses and dividends. First, we record the beginning balance in Retained Earnings \u2014 the amount in the pot at the beginning of the accounting period.<\/p>\n<p>Thus, for US companies, the first category always seen on a Balance Sheet is Current Assets, and the first account balance reported is cash. Looking at the asset section of the balance sheet, Accumulated Depreciation\u2013Equipment is included as a contra asset account to equipment. The accumulated depreciation ($75) is taken away from the original cost of the equipment ($3,500) to show the book value of equipment ($3,425). The accounting equation is balanced, as shown on the balance sheet, because total assets equal $29,965 as do the total liabilities and stockholders\u2019 equity. For example, Celadon Group misreported revenues over the span of three years and elevated earnings during those years.<\/p>\n<ul>\n<li>The statement shows the change in retained earnings, which reflects the company&#8217;s profitability and ability to retain earnings for future use.<\/li>\n<li>If you look at the worksheet for Printing Plus, you will notice there is no retained earnings account.<\/li>\n<li>Since stock dividends are dividends given in the form of shares in place of cash, these lead to an increased number of shares outstanding for the company.<\/li>\n<li>For the year ended December 31, 2016, McDonald\u2019s had sales of $24.6 billion.1 The amount of sales is often used by the business as the starting point for planning the next year.<\/li>\n<li>On the other hand, it could be indicative of a company that should consider paying more dividends to its shareholders.<\/li>\n<\/ul>\n<p>Both cash and stock dividends lead to a decrease in the retained earnings of the company. Say, if the company had a total of 100,000 outstanding shares prior to the stock dividend, it now has 110,000 (100,000 + 0.10\u00d7100,000) outstanding shares. So, if you as an investor had a 0.2% (200\/100,000) stake in the company prior to the stock dividend, you still own a 0.2% stake (220\/110,000). Thus, if the company had a market value of $2 million before the stock dividend declaration, it\u2019s market value still is $2 million after the stock dividend is declared.<\/p>\n<h2 id=\"toc-4\">Income statement<\/h2>\n<p>Once all accounts have balances in the adjusted trial balance columns, add the debits and credits to make sure they are equal. If you check the adjusted trial balance for Printing Plus, you will see the same equal balance is present. Unearned revenue had a credit balance of $4,000 in the trial balance column, <a href=\"https:\/\/investrecords.com\/the-importance-of-accurate-bookkeeping-for-law-firms-a-comprehensive-guide\/\">https:\/\/investrecords.com\/the-importance-of-accurate-bookkeeping-for-law-firms-a-comprehensive-guide\/<\/a> and a debit adjustment of $600 in the adjustment column. Remember that adding debits and credits is like adding positive and negative numbers. This means the $600 debit is subtracted from the $4,000 credit to get a credit balance of $3,400 that is translated to the adjusted trial balance column.<\/p>\n<div style='text-align:center'><iframe width='563' height='311' src='https:\/\/www.youtube.com\/embed\/_pTU4gwmcMs' frameborder='0' alt='how to prepare a retained earnings statement' allowfullscreen><\/iframe><\/div>\n","protected":false},"excerpt":{"rendered":"<p>Content Statement of Retained Earnings Create a free account to unlock this Template How to Calculate the Effect of a Stock Dividend on Retained Earnings? Improve Accounting and Financial Management With Software Income statement Free Accounting Courses Why are retained earnings important? Go a level deeper with us and investigate the potential impacts of climate [&hellip;]<\/p>\n","protected":false},"author":314,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[93],"tags":[],"class_list":["post-4971","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/sanvicentekakanin.com\/index.php\/wp-json\/wp\/v2\/posts\/4971","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/sanvicentekakanin.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/sanvicentekakanin.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/sanvicentekakanin.com\/index.php\/wp-json\/wp\/v2\/users\/314"}],"replies":[{"embeddable":true,"href":"https:\/\/sanvicentekakanin.com\/index.php\/wp-json\/wp\/v2\/comments?post=4971"}],"version-history":[{"count":1,"href":"https:\/\/sanvicentekakanin.com\/index.php\/wp-json\/wp\/v2\/posts\/4971\/revisions"}],"predecessor-version":[{"id":4972,"href":"https:\/\/sanvicentekakanin.com\/index.php\/wp-json\/wp\/v2\/posts\/4971\/revisions\/4972"}],"wp:attachment":[{"href":"https:\/\/sanvicentekakanin.com\/index.php\/wp-json\/wp\/v2\/media?parent=4971"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/sanvicentekakanin.com\/index.php\/wp-json\/wp\/v2\/categories?post=4971"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/sanvicentekakanin.com\/index.php\/wp-json\/wp\/v2\/tags?post=4971"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}