{"id":161,"date":"2023-04-20T06:59:00","date_gmt":"2023-04-20T06:59:00","guid":{"rendered":"https:\/\/bendigofc.com.au\/printyoaus\/?p=161"},"modified":"2023-04-20T09:41:30","modified_gmt":"2023-04-20T09:41:30","slug":"what-are-retained-earnings-formula-examples","status":"publish","type":"post","link":"https:\/\/bendigofc.com.au\/printyoaus\/?p=161","title":{"rendered":"What are Retained Earnings? Formula &#038; Examples"},"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\">How to Improve Retained Earnings<\/a><\/li>\n<li><a href=\"#toc-1\">What Is Wrong if a Company Doesn&#8217;t Complete the Closing Entries?<\/a><\/li>\n<li><a href=\"#toc-2\">How Are Retained Earnings Used?<\/a><\/li>\n<li><a href=\"#toc-3\">How retained earnings are interpreted<\/a><\/li>\n<li><a href=\"#toc-6\">Retained Earnings vs. Net Income<\/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=\"255px\" alt=\"what are retained earnings\"\/><\/p>\n<p>? We just launched Causal for Startups, a  new product for early-stage companies! Before Statement of Retained Earnings is created, an Income Statement should have been created first. What are the pros and cons of straight line depreciation versus accelerated depreciation methods? <a href=\"https:\/\/www.scoopbyte.com\/the-role-of-real-estate-bookkeeping-services-in-customers-finances\/\">real estate bookkeeping<\/a> Here&#8217;s how you can decide if straight line depreciation is right for your business. Harold Averkamp has worked as a university accounting instructor, accountant, and consultant for more than 25 years. Perhaps the most common use of retained earnings is financing expansion efforts.<\/p>\n<ul>\n<li>When a company claims retained earnings, it can affect the income taxes it owes.<\/li>\n<li>The goal of reinvesting retained earnings back into the business is to generate a return on that investment .<\/li>\n<li>Similarly, the iPhone maker, whose fiscal year ends in September, had $70.4 billion in retained earnings as of September 2018.<\/li>\n<li>At the end of each accounting year, the accumulated retained earnings from the previous accounting year together with the current year will be added to the net income .<\/li>\n<li>We\u2019ll now move to a modeling exercise, which you can access by filling out the form below.<\/li>\n<\/ul>\n<p>Retained  earnings is a figure used to analyze a company&#8217;s longer-term finances. It can help determine if a company has enough money to pay its obligations and continue growing. Retained earnings can also indicate something about the maturity of a company\u2014if the company has been in operation long enough, it may not need to hold on to these earnings. In this case, dividends can be paid out to stockholders, or extra cash might be put to use.<\/p>\n<h2 id=\"toc-0\">How to Improve Retained Earnings<\/h2>\n<p>The cost of equipment purchase can be spread over the life of the equipment as depreciation . In the last 5 years, the company reported a price growth rate (12.03%) slower than the rate of growth of its reserves (36%). In the last 5 years, the company has retained 100% of its profits and paid no dividends. In the last 5 years, the company has retained 48% of its profits and paid the balance as dividends. If you&#8217;ve prepared this statement before, you&#8217;ll carry over the last period\u2019s beginning balance. If this is your first statement of retained earnings, your starting balance is zero.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"254px\" alt=\"what are retained earnings\"\/><\/p>\n<p>Retained earnings mean a company\u2019s earnings remaining in the business after paying shareholder dividends. A small business owner might encounter retained earnings when accounting for income and paying taxes. For LLCs and partnerships taxed as \u201cpass-through entities,\u201d the business passes its income to the owners and does not pay dividends. Usually, the profits earned <a href=\"https:\/\/www.icsid.org\/business\/managing-cash-flow-in-construction-tips-from-accounting-professionals\/\">https:\/\/www.icsid.org\/business\/managing-cash-flow-in-construction-tips-from-accounting-professionals\/<\/a> by a business are distributed as dividends among its shareholders. However, a business may decide not to distribute all of its profits to its shareholders in the form of dividends, instead, it keeps a portion of the net income for future use. This method of raising funds using own profits by a firm is called retained earnings or ploughing back of profits.<\/p>\n<h2 id=\"toc-1\">What Is Wrong if a Company Doesn&#8217;t Complete the Closing Entries?<\/h2>\n<p>There are businesses with more complex balance sheets that include more line items and numbers. By evaluating other business areas, you can begin to identify where net income may be affected and how your bottom line ultimately affects your RE amount. Although they may sound intimidating to someone unfamiliar with finance, the formula for retained earnings is straightforward.<\/p>\n<ul>\n<li>Retained earnings are the cumulative net earnings or profits of a company after accounting for dividend payments.<\/li>\n<li>Shareholder equity is the amount invested in a business by those who hold company shares\u2014shareholders are a public company&#8217;s owners.<\/li>\n<li>Any changes or movements with net income will directly impact the RE balance.<\/li>\n<li>Let Layer automate the boring, repetitive tasks so you can focus on what matters to you and your company.<\/li>\n<li>The figure is calculated at the end of each accounting period (monthly\/quarterly\/annually).<\/li>\n<li>Most businesses include retained earnings as an entry on their balance sheet.<\/li>\n<li>Shareholder equity (also referred to as &#8220;shareholders&#8217; equity&#8221;) is made up of paid-in capital, retained earnings, and other comprehensive income after liabilities have been paid.<\/li>\n<\/ul>\n<p>You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. Similarly, the iPhone maker, whose fiscal year ends in September, had $70.4 billion in retained earnings as of September 2018. The earnings can be used to repay any outstanding loan that the business may owe. The money can be used for any possible merger, acquisition, or partnership that leads to improved business prospects.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content How to Improve Retained Earnings What Is Wrong if a Company Doesn&#8217;t Complete the Closing Entries? How Are Retained [&hellip;]<\/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":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","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":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[19],"tags":[],"class_list":["post-161","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/bendigofc.com.au\/printyoaus\/index.php?rest_route=\/wp\/v2\/posts\/161","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/bendigofc.com.au\/printyoaus\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/bendigofc.com.au\/printyoaus\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/bendigofc.com.au\/printyoaus\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/bendigofc.com.au\/printyoaus\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=161"}],"version-history":[{"count":1,"href":"https:\/\/bendigofc.com.au\/printyoaus\/index.php?rest_route=\/wp\/v2\/posts\/161\/revisions"}],"predecessor-version":[{"id":162,"href":"https:\/\/bendigofc.com.au\/printyoaus\/index.php?rest_route=\/wp\/v2\/posts\/161\/revisions\/162"}],"wp:attachment":[{"href":"https:\/\/bendigofc.com.au\/printyoaus\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=161"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/bendigofc.com.au\/printyoaus\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=161"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/bendigofc.com.au\/printyoaus\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=161"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}