{"id":2120,"date":"2021-09-20T14:13:07","date_gmt":"2021-09-20T14:13:07","guid":{"rendered":"https:\/\/dronchessacademy.com\/?p=2120"},"modified":"2022-07-27T10:24:38","modified_gmt":"2022-07-27T10:24:38","slug":"why-your-business-needs-a-statement-of-retained","status":"publish","type":"post","link":"https:\/\/dronchessacademy.com\/index.php\/2021\/09\/20\/why-your-business-needs-a-statement-of-retained\/","title":{"rendered":"Why Your Business Needs a 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\">What is a statement of retained earnings?<\/a><\/li>\n<li><a href=\"#toc-1\">Dividends and Retained Earnings<\/a><\/li>\n<li><a href=\"#toc-2\">Example of a statement of retained earnings<\/a><\/li>\n<li><a href=\"#toc-3\">State the Retained Earnings Balance From the Prior Year<\/a><\/li>\n<li><a href=\"#toc-4\">AccountingTools<\/a><\/li>\n<li><a href=\"#toc-6\">What Is Current Ratio and How to Calculate It<\/a><\/li>\n<li><a href=\"#toc-8\">Additional Information<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"Retained Earnings Statement\"\/><\/p>\n<p>This is a significantly higher amount than the company&#8217;s retained earnings at the beginning of the year, which were $250,000. Mike Michalowicz\u2019s book Profit First looks at how a new formula can deliver sustainable small business growth. Let\u2019s take a look at an example of our formula in the real world. Malia owns a small bookstore and wants to bring on an investor to help expand the shop to multiple locations. The investor wants to know what retained earnings look like to date. Now that we\u2019re clear on what retained earnings are and why they\u2019re important, let\u2019s get into the math. To calculate your retained earnings, you\u2019ll need three key pieces of information handy.<\/p>\n<p>In order to adjust the retained earnings balance, we must add to the beginning balance since the 2018 net income was understated. Understand what retained earnings are in a balance sheet and know its formula.<\/p>\n<h2 id=\"toc-0\">What is a statement of retained earnings?<\/h2>\n<p>The company typically maintains a retention ratio in the 70-75% range. Now might be the time to use some retained earnings for reinvestment back into the business. If you have a booming ecommerce company, you might need to upgrade to a bigger warehouse or purchase a new web domain. These are called capital expenditures because they bring long term value and are outside your regular operating expenses, they\u2019re a great use of your retained earnings. As stated earlier, companies may pay out either cash or stock dividends. Cash dividends result in an outflow of cash and are paid on a per-share basis. Retained earnings are any remaining profit after accounting for dividend payments to shareholders and any other payments to investors.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"Retained Earnings Statement\"\/><\/p>\n<p>Lenders and investors will consider retained earnings even more than net income when deciding whether to trust you with their money. If a company isn&#8217;t retaining earnings or paying a dividend, it&#8217;s unlikely to win any investors. Let\u2019s look at a possible example of a statement of retained earnings for one year. Having these items on hand will help the rest of the process go smoothly.<\/p>\n<h2 id=\"toc-1\">Dividends and Retained Earnings<\/h2>\n<p>Usually, this means using retained earnings to improve efficiency and\/or expand the business. In the United States this is called a statement of retained earnings and it is required under the U.S.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"Retained Earnings Statement\"\/><\/p>\n<p>To learn more, check out our video-based financial modeling courses. This may influence which products we review and write about , but it in no way affects our recommendations or advice, which are grounded in thousands of hours of research. Our partners cannot pay us to guarantee favorable reviews of their products or services. For example, during the period from September 2016 through September 2020, Apple Inc.&#8217;s stock price rose from around $28 to around $112 per share. It can be invested to expand the existing business operations, like increasing the production capacity of the existing products or hiring more sales representatives. Xendoo plans come with Quickbooks and Xero to help you stay on top of business expenses.<\/p>\n<h2 id=\"toc-2\">Example of a statement of retained earnings<\/h2>\n<p>Retained earnings appear on the balance sheet under the shareholders\u2019 equity section. In corporate finance, a statement of retained earnings explains changes in the retained earnings balance between accounting periods. Retained earnings appear on the company\u2019s balance sheet, located under the shareholder equity (aka stockholders&#8217; equity or owner equity) section. Businesses may report changes in retained earnings as part of a consolidated statement of shareholder equity, or as a separate statement of retained earnings. In some situations, the company might not directly explain changes in retained earnings. However, the information to understand how the retained earnings balance changed is available within the financial statements. Retained earnings are added to the owner&#8217;s or stockholders&#8217; equity section on the balance sheet.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How do you remove retained earnings from a balance sheet?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>A retained earnings balance is increased when using a credit and decreased with a debit. If you need to reduce your stated retained earnings, then you debit the earnings.<\/p>\n<\/div><\/div>\n<\/div>\n<p>The other half of the profits are considered retained earnings because this is the amount of earnings the company kept or retained. On the balance sheet, retained earnings appear under the \u201cEquity\u201d section. \u201cRetained Earnings\u201d appears as a line item to help you determine your total business equity. However, more established companies often do pay part of their retained earnings <a href=\"https:\/\/personal-accounting.org\/retained-earnings-statement\/\">Retained Earnings Statement<\/a> out as dividends and keep the rest to reinvest in the business. When companies are just starting out, they generally do not pay dividends because they need this money to finance growth. Therefore, paying dividends does reduce a business\u2019s retained earnings. Additionally, those investors that wanted short-term profits may want dividend payments as well to achieve this goal.<\/p>\n<h2 id=\"toc-3\">State the Retained Earnings Balance From the Prior Year<\/h2>\n<p>As stated earlier, dividends are paid out of retained earnings of the company. 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).<\/p>\n<p>Spend less time figuring out your cash flow and more time optimizing it with Bench. The retained earnings are recorded under the shareholder\u2019s equity section on the balance as on a specific date. Thus, retained earnings appearing on the balance sheet are the profits of the business that remain after distributing dividends since its inception. The beginning  period retained earnings appear on the previous year\u2019s balance sheet under the shareholder\u2019s equity section. The beginning period retained earnings are thus the retained earnings of the previous year.<\/p>\n<h2 id=\"toc-4\">AccountingTools<\/h2>\n<p>Retained earnings are the profits that remain in your business after all expenses have been paid and all distributions have been paid out to shareholders. As you can see, the beginning retained earnings account is zero because Paul just started the company this year. Likewise, there were no prior period adjustments since the company is brand new. The last line on the statement sums the total of these adjustments and lists the ending retained earnings balance. Retained earnings are actually reported in the equity section of the balance sheet.<\/p>\n<p>Retained earnings are also known as accumulated earnings, retained profit, or accumulated retained earnings. The company can use this amount for repaying its debts, or reinvesting them in its operations for expansion and diversification. At the end of the period, you can calculate your final Retained Earnings balance for the balance sheet by taking the beginning period, adding any net income or net loss, and subtracting any dividends.<\/p>\n<h2 id=\"toc-5\">Relax\u2014run payroll in just 3 easy steps!<\/h2>\n<p>On your company&#8217;s balance sheet, they&#8217;re part of equity\u2014a measure of what the business is worth. They appear along with other forms of equity, such as owner&#8217;s capital. Your retained earnings are the profits that your business has earned minus any stock dividends or other distributions. It can be a clearer indicator of financial health than a company\u2019s profits because you can have a positive net income but once dividends are paid out, you have a negative cash flow.<\/p>\n<ul>\n<li>These reduce the size of a company\u2019s balance sheet and asset value as the company no longer owns part of its liquid assets.<\/li>\n<li>Retained earnings are the portion of a company&#8217;s cumulative profit that is held or retained and saved for future use.<\/li>\n<li>The money could also be used to invest in research for developing new products, such as a candy bar manufacturer releasing a new type of candy bar or a soda manufacturer releasing a new flavor of soda.<\/li>\n<li>That loss, which is a negative profit, would translate to negative retained earnings.<\/li>\n<li>The purpose of releasing a statement of retained earnings is to improve market and investor confidence in the organization.<\/li>\n<\/ul>\n<p>As mentioned earlier, retained earnings appear under the shareholder\u2019s equity section on the liability side of the balance sheet. Companies  today show it separately, pretty much the way its shown below. The following are the balance sheet figures of IBM from 2015 \u2013 2019. As an investor, you would be keen to know more about the retained earnings figure. For instance, you would be interested to know the returns company has been able to generate from the retained earnings and if reinvesting profits are attractive over other investment opportunities. Stock dividends, on the other hand, are the dividends that are paid out as additional shares as fractions per existing shares to the stockholders.<\/p>\n<h2 id=\"toc-6\">What Is Current Ratio and How to Calculate It<\/h2>\n<p>The retained earnings for a capital-intensive industry or a company in a growth period will generally be higher than some less-intensive or stable companies. This is due to the larger amount being redirected toward asset development. For example, a technology-based business may have higher asset development needs than a simple t-shirt manufacturer, as a result of the differences in the emphasis on new product development. Peggy James is a CPA with over 9 years of experience in accounting and finance, including corporate, nonprofit, and personal finance environments. She most recently worked at Duke University and is the owner of Peggy James, CPA, PLLC, serving small businesses, nonprofits, solopreneurs, freelancers, and individuals.<\/p>\n<ul>\n<li>For instance, in the case of the yearly income statement and balance sheet, the net profit as calculated for the current accounting period would increase the balance of retained earnings.<\/li>\n<li>If you made $70,000 in revenue and spent $60,000, your net income for the month is $10,000.<\/li>\n<li>In 2019, Proctor and Gamble distributed $7.3B to owners of common stock as a dividend.<\/li>\n<li>Next, subtract the dividends you need to pay your owners or shareholders for 2021.<\/li>\n<li>Your bookkeeping team imports bank statements, categorizes transactions, and prepares financial statements every month.<\/li>\n<li>Deposits that are in the Settlement Account while in the process of being swept to or from a partner bank will be subject to FDIC coverage of up to $250,000 per customer .<\/li>\n<\/ul>\n<p>Good accounting software can help you create a statement of retained earnings for your business. Both revenue and retained earnings are important in evaluating a company&#8217;s financial health, but they highlight different aspects of the financial picture. Revenue sits at the top of theincome statementand is often referred to as the top-line number when describing a company&#8217;s financial performance. For this reason, retained earnings decrease when <a href=\"https:\/\/personal-accounting.org\/\">https:\/\/personal-accounting.org\/<\/a> a company either loses money or pays dividends and increase when new profits are created. She is an expert in personal finance and taxes, and earned her Master of Science in Accounting at University of Central Florida. If you made $70,000 in revenue and spent $60,000, your net income for the month is $10,000. But, if you have two shareholders, and you paid out each $7,000 in dividends that month, you\u2019ll be left with a negative amount.<\/p>\n<h2 id=\"toc-7\">Why Should Business Owners Calculate Retained Earnings?<\/h2>\n<p>You can find the beginning retained earnings on your Balance Sheet for the prior period. Because retained earnings are cumulative, you will need to use -$8,000 as your beginning retained earnings for the next accounting period. Retained earnings are the earnings a business has left over to reinvest in the company after distributing dividends to stockholders. Aside from the advantages listed above, there\u2019s another piece of useful information you can get from a statement of retained earnings, the retention ratio. A statement of retained earnings is generally released to help increase the confidence of investors as well as the market in the company. If an investor is looking at December\u2019s financial reporting, they\u2019re only seeing December\u2019s net income. But retained earnings provides a longer view of how your business has earned, saved, and invested since day one.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Is retained earnings a equity?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Retained earnings are an accumulation of a company&apos;s net income and net losses over all the years the business has been in operation. Retained earnings make up part of the stockholder&apos;s equity on the balance sheet.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Content What is a statement of retained earnings? Dividends and Retained Earnings Example of a statement of retained earnings State the Retained Earnings Balance From the Prior Year AccountingTools What Is Current Ratio and How to Calculate It Additional Information This is a significantly higher amount than the company&#8217;s retained earnings at the beginning of &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/dronchessacademy.com\/index.php\/2021\/09\/20\/why-your-business-needs-a-statement-of-retained\/\"> <span class=\"screen-reader-text\">Why Your Business Needs a Statement of Retained Earnings<\/span> Read More &raquo;<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"default","ast-global-header-display":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":""},"categories":[31],"tags":[],"_links":{"self":[{"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/posts\/2120"}],"collection":[{"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/comments?post=2120"}],"version-history":[{"count":1,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/posts\/2120\/revisions"}],"predecessor-version":[{"id":2121,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/posts\/2120\/revisions\/2121"}],"wp:attachment":[{"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/media?parent=2120"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/categories?post=2120"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/tags?post=2120"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}