{"id":2054,"date":"2020-12-21T20:47:54","date_gmt":"2020-12-21T14:47:54","guid":{"rendered":"http:\/\/garibikri.com\/?p=2054"},"modified":"2022-06-06T20:48:46","modified_gmt":"2022-06-06T14:48:46","slug":"how-to-find-retained-earnings","status":"publish","type":"post","link":"https:\/\/garibikri.com\/index.php\/2020\/12\/21\/how-to-find-retained-earnings\/","title":{"rendered":"How To Find 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\">How Dividends Impact Retained Earnings?<\/a><\/li>\n<li><a href=\"#toc-1\">Manage Your Business Finances With Wave<\/a><\/li>\n<li><a href=\"#toc-2\">How To Prepare A Statement Of Retained Earnings For Your Business<\/a><\/li>\n<li><a href=\"#toc-3\">Applications In Financial Modeling<\/a><\/li>\n<li><a href=\"#toc-4\">Need Help With A Business Contract?<\/a><\/li>\n<li><a href=\"#toc-5\">How To Calculate The Effect Of A Stock Dividend On Retained Earnings<\/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=\"how to find retained earnings on balance sheet\"\/><\/p>\n<p>You can either distribute surplus income as dividends or reinvest the same as retained earnings. Retained earnings represent the portion of the net income of your company that remains after dividends have been paid to your shareholders. That is the amount of residual net income that is not distributed as dividends but is reinvested or \u2018ploughed back\u2019 into the company. ScaleFactor is on a mission to remove the barriers to financial clarity that every business owner faces. It\u2019s critical for businesses to determine retained earnings, mainly for visibility purposes. Company leaders may be interested in expanding into an international market or developing a new product. Knowing the business\u2019s retained earnings will help them decide if they can expand using their own funds or if they need to seek outside investment.<\/p>\n<p>Below, you&#8217;ll find the formula for calculating retained earnings and some of the implications it has for both businesses and investors. Investors must know that retained earnings might not be just from the current year and may accumulate over the past several years. One can consider retained earnings as the company\u2019s savings account in which the company deposits the surplus from all the years. DividendsDividends refer to the portion of business earnings paid to the shareholders as gratitude for investing in the company\u2019s equity. Whether the company is retaining its profit or its paying part of profits as dividends. We have now got a fair idea of what is retained earnings, and we have also seen the RE calculation.<\/p>\n<p>Finally, we\u2019ll explain what these statements communicate in the business world. Revenue from sales will influence the net income, affecting earnings retained after dividends are paid.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"how to find retained earnings on balance sheet\"\/><\/p>\n<p>During the first week of the quarter, subtracting net income or net loss, along with dividends, can be done to take the Retained Earnings balance for the balance sheet for the period ended on 31. The same elements that affect net income affect retained earnings, including sales revenue, cost of goods sold, depreciation and a range of other operating expenses. Generally accepted accounting principles provides for a standardized presentation format for a retained earnings statement. Companies need to decide what is the best use of these funds at any given moment based on market conditions and economic realities.<\/p>\n<p>We are all familiar with the Big Three, Income Statement, Balance Sheet, and the Cash Flow Statement. We are going to explore the fourth requirement, the Statement of Retained Earnings. Until recently, when I started reading through the Berkshire Hathaway Letters to Shareholders, it was then that I discovered the importance of retained earnings and what they meant. I want to share what I have learned on my discoveries so we could learn together. At the beginning of the quarter, she had $20,000 on her balance sheet and decided to launch a new line of gluten-free brownies. Businesses often reinvest in things like new equipment, repaying debt, product development, or marketing.<\/p>\n<h2 id=\"toc-0\">How Dividends Impact Retained Earnings?<\/h2>\n<p>Your retained earnings can be useful in a variety of ways such as when estimating financial projections or creating a yearly budget for your business. However, the easiest way to create an accurate retained earnings statement is to use accounting software. It doesn\u2019t matter which accounting method you\u2019re using, you can still create a retained earnings statement. The only difference is that accounts receivable and accounts payable balances would not be factored into the formula, since neither are used in cash accounting.<\/p>\n<p>Additionally, it helps investors to understand if the business is capable of making regular dividend payments. When you notice retained earnings steadily decrease, this can be a forewarning of financial loss or even bankruptcy. For example, suppose total net income falls lower than debts and dividends.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"251px\" alt=\"how to find retained earnings on balance sheet\"\/><\/p>\n<p>You can use retained earnings to fund working capital, to pay off debt or to buy assets such as equipment or real estate. For calculating retained earnings, add the current retained earnings to net profit\/loss. To outline the changes in retained earnings, a summary report called retained earnings statement is also maintained. Company profits that an owner and shareholders decide to take out of the company and distribute among themselves are called dividends.<\/p>\n<h2 id=\"toc-1\">Manage Your Business Finances With Wave<\/h2>\n<p>Retained earnings are accumulated and tracked over the life of a company. The first figure in the retained earnings calculation is the retained earnings from the previous year. Retained earnings are any profits that a company decides to keep, as opposed to distributing them among shareholders in the form of dividends. Every business or company or business has its own policies of paying out dividends to its stockholders. Net income is taken from the Income Statement and so the income statement should be prepared before preparing this statement of retained earnings.<\/p>\n<ul>\n<li>A combination of dividends and reinvestment could be used to satisfy investors and keep them excited about the direction of the company without sacrificing company goals.<\/li>\n<li>What matters most is whether the strategy brings a decent return on investment.<\/li>\n<li>The decision to retain the earnings or distribute them among the shareholders is usually left to the company management.<\/li>\n<li>This profit is often paid out to shareholders, but it can also be reinvested back into the company for growth purposes.<\/li>\n<\/ul>\n<p>Apart from the items in the income statement, balance sheet items, such as Additional Paid-up capital, may also affect retained earnings. Additional paid-up capital can indirectly increase the retained earnings in the long run. We call net income the bottom line as well because it is at the end of the income statement.<\/p>\n<h2 id=\"toc-2\">How To Prepare A Statement Of Retained Earnings For Your Business<\/h2>\n<p>We are happy to shareIgnite Spot historywith our clients, so you can feel confident in the expertise and real-life understanding we offer business owners. You will see that <a href=\"https:\/\/simple-accounting.org\/\">https:\/\/simple-accounting.org\/<\/a> our services never entail a long-term contract or expensive set-up fees to get started. We know that you are interested in increasing your profit margin, not your expenses.<\/p>\n<p>In addition to retained earnings, company leaders can monitor the business\u2019 growth in profit per share and overall stock price over specific periods of time. If they see progressive increases, the company\u2019s current state of reinvesting retained earnings is considered effective. If not, it\u2019s time to reevaluate what\u2019s being done with retained earnings. When your company makes a profit, you can issue a dividend to shareholders or keep the money.<\/p>\n<p>Retained earnings can be used to shore up finances by paying down debt or adding to cash savings. They can be used to expand existing operations, such as by opening a new storefront in a new city. No matter how they&#8217;re used, any profits kept by the business are considered retained earnings. After subtracting the amount of the dividends you will get the final ending cost of retained earnings. The final amount is the total retained earnings for that year mentioned as per the balance sheet.<\/p>\n<h2 id=\"toc-3\">Applications In Financial Modeling<\/h2>\n<p>But, you can also record retained earnings on a separate financial statement known as the statement of retained earnings. You must report retained earnings at the end of each accounting period. You can compare your company\u2019s retained earnings from one accounting period to another.<\/p>\n<p>Similarly, in case your company incurs a net loss in the current accounting period, it would reduce the balance of retained earnings. Since all profits and losses flow through retained earnings, any change in the income statement item would impact the net profit\/net loss part of the retained earnings formula. In the next accounting cycle, the RE ending balance from the previous accounting period will now become the retained earnings beginning balance.<\/p>\n<p>Similarly, a very large distribution of dividends to the shareholders might also be more than the retained earnings balance, resulting in a negative balance. Companies also maintain a summary report, known as the statement of retained earnings. This statement defines the changes in retained earnings for that specific period. If your business currently pays shareholder dividends, you\u2019ll need to subtract the total paid <a href=\"https:\/\/simple-accounting.org\/how-to-find-retained-earnings\/\">how to find retained earnings on balance sheet<\/a> from your previous retained earnings balance. If you don\u2019t pay dividends, you can ignore this part and substitute $0 for this portion of the retained earnings formula. There can be cases where a company may have a negative retained earnings balance. This is the case where the company has incurred more net losses than profits to date or has paid out more dividends than what it had in the retained earnings account.<\/p>\n<h2 id=\"toc-4\">Need Help With A Business Contract?<\/h2>\n<p>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 only indicates the trend of how much money a company is adding to retained earnings. Revenue is the money generated by a company during a period but before operating expenses and overhead costs are deducted.<\/p>\n<p>In this article, you will learn about retained earnings, the retained earnings formula and calculation, how retained earnings can be used, and the limitations of retained earnings. It involves paying out a nominal amount of dividends and retaining a good portion of the earnings, which offers a win-win. The decision to retain the earnings or to distribute them among shareholders is usually left to the company management. However, it can be challenged by the shareholders through a majority vote because they are the real owners of the company. Many companies adopt a retained earning policy so investors know what they&#8217;re getting into. Examples of these items include sales revenue, cost of goods sold, depreciation, and other operating expenses. Non-cash items such as write-downs or impairments and stock-based compensation also affect the account.<\/p>\n<p>Retained earnings specifically apply to corporations because this business structure is set up to have shareholders. If you own a sole proprietorship, you\u2019ll create a statement of owner\u2019s equity instead of a statement of retained earnings. Conceptually, retained earnings simply represents any surplus of net income that has been held by the business for some future purpose.<\/p>\n<p>Retained earnings are affected by an increase or decrease in the net income and amount of dividends paid to the stockholders. Thus, any item that leads to an increase or decrease in the net income would impact the retained earnings balance. 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.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content How Dividends Impact Retained Earnings? Manage Your Business Finances With Wave How To Prepare A Statement Of Retained Earnings For Your Business Applications In Financial Modeling Need Help With A Business Contract? How To Calculate The Effect Of A Stock Dividend On Retained Earnings You can either distribute surplus income as dividends or reinvest [&hellip;]<\/p>\n","protected":false},"author":5,"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-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":"","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-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":"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":""},"mobile":{"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":""}},"footnotes":""},"categories":[35],"tags":[],"class_list":["post-2054","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v23.2 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>How To Find Retained Earnings -<\/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:\/\/garibikri.com\/index.php\/2020\/12\/21\/how-to-find-retained-earnings\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"How To Find Retained Earnings -\" \/>\n<meta property=\"og:description\" content=\"Content How Dividends Impact Retained Earnings? Manage Your Business Finances With Wave How To Prepare A Statement Of Retained Earnings For Your Business Applications In Financial Modeling Need Help With A Business Contract? 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