{"id":233,"date":"2021-11-29T07:41:46","date_gmt":"2021-11-29T07:41:46","guid":{"rendered":"https:\/\/dr-hoghooghi.ir\/?p=233"},"modified":"2024-05-06T10:12:53","modified_gmt":"2024-05-06T10:12:53","slug":"how-do-you-use-the-shareholders-equity-formula-to","status":"publish","type":"post","link":"https:\/\/dr-hoghooghi.ir\/?p=233","title":{"rendered":"How do you use the Shareholders Equity Formula to Calculate Shareholders Equity for a Balance Sheet?"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"how to calculate stockholders equity\"\/><\/p>\n<p><p>However, debt is also the riskiest form of financing for companies because the corporation must uphold the contract with bondholders to make the regular interest payments regardless of economic times. To calculate retained earnings, the beginning retained earnings balance is added to the net income or loss and then dividend payouts are subtracted. A summary report called a statement of retained earnings is also maintained, outlining the changes in retained earnings for a specific period. Treasury stock is not an asset, it&#8217;s a contra-stockholders&#8217; equity account, that is to say it is deducted from stockholders&#8217; equity.<\/p>\n<\/p>\n<p><h2>How to Calculate Average Shareholder Equity<\/h2>\n<\/p>\n<p><p>The shareholders\u2019 equity is the remaining amount of assets available to shareholders after the debts and other liabilities have been paid. The stockholders\u2019 equity subtotal is located in the bottom half of the balance sheet. Company or shareholders&#8217; equity often provides analysts <a href=\"https:\/\/theillinois.news\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups\/\">https:\/\/theillinois.news\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups\/<\/a> and investors with a general idea of the company&#8217;s financial health and well-being. If it reads positive, the company has enough assets to cover its liabilities. Stockholders&#8217; equity is a vital metric to gauge a company&#8217;s financial well-being and value for its shareholders.<\/p>\n<\/p>\n<p><h2>Resources for Your Growing Business<\/h2>\n<\/p>\n<p><p>The difference between a company&#8217;s total assets and total liabilities is referred to as shareholder equity. Because all relevant information can be obtained  from the balance sheet, this equation is known as a balance sheet equation. If shareholders\u2019 equity is positive, that indicates the company  has enough assets to cover its liabilities. But if it\u2019s negative, that means its debt and debt-like obligations outnumber its assets. Companies may return a portion of stockholders&#8217; equity back to stockholders when unable to adequately allocate equity capital in ways that produce desired profits.<\/p>\n<\/p>\n<ul>\n<li>Equity represents the residual claim on assets after satisfying liabilities.<\/li>\n<li>Bonds are contractual liabilities where annual payments are guaranteed unless the issuer defaults, while dividend payments from owning shares are discretionary and not fixed.<\/li>\n<li>The total assets value is calculated by finding the sum of the current and non-current assets.<\/li>\n<li>Therefore, cash or other liquid assets should not be confused with retained earnings.<\/li>\n<li>But overall, it\u2019s a much less complicated formula than other calculations that are used to evaluate a company\u2019s financial health.<\/li>\n<\/ul>\n<p><h2>What Is Stockholders Equity and How Is It Calculated?<\/h2>\n<\/p>\n<p><p>The retained earnings portion reflects the percentage of&nbsp;net earnings&nbsp;that were not paid to shareholders&nbsp;as&nbsp;dividends and should not be confused with cash or other liquid assets. If a company&#8217;s shareholder equity remains negative, it is considered to be balance sheet insolvency. Current assets include cash and anything that can be converted to cash within a year, such as accounts receivable and inventory.<\/p>\n<\/p>\n<p><p>Retained earnings, also known as accumulated profits, represents the cumulative business earnings minus dividends distributed to shareholders. However, shareholders&#8217; equity alone may not provide <a href=\"https:\/\/thebostondigest.com\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups\/\">accounting services for startups<\/a> a complete assessment of a company&#8217;s financial health. If a small business owner is only concerned with money coming in and going out, they may overlook the statement of stockholders&#8217; equity.<\/p>\n<\/p>\n<p><p>But shareholder equity alone is not a definitive indicator of a company&#8217;s financial health. If used in conjunction with other tools and metrics, the investor can accurately analyze the health of an organization. The shareholders equity ratio measures the proportion of a company\u2019s total equity to its total assets on its balance sheet. The shareholder equity ratio is expressed as a percentage and calculated by dividing total shareholders&#8217; equity by the total assets of the company. The result represents the amount of the assets on which shareholders have a residual claim. The figures used to calculate the ratio are recorded on the company balance sheet.<\/p>\n<\/p>\n<ul>\n<li>Companies may do a repurchase when management cannot deploy all of the available equity capital in ways that might deliver the best returns.<\/li>\n<li>Retained earnings are the accumulated profits that remain with the firm after dividends are paid to shareholders.<\/li>\n<li>Shareholder equity (SE) is a company&#8217;s net worth and it is equal to the total dollar amount that would be returned to the shareholders if the company must be liquidated and all its debts are paid off.<\/li>\n<li>This equity represents the net value of a company, or the amount of money left over for\u00a0shareholders if all assets were liquidated and all\u00a0debts repaid.<\/li>\n<\/ul>\n<p><h2>Analyzing a company<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"how to calculate stockholders equity\"\/><\/p>\n<p><p>Shareholder equity can also be expressed as a company&#8217;s share capital and retained earnings less the value of treasury shares. Though both methods yield the exact figure, the use of total assets and total liabilities is more illustrative of a company&#8217;s financial health. The stockholders\u2019 equity, also known as shareholders\u2019 equity, represents the residual amount that the business owners would receive after all the assets are liquidated and all the debts are paid. Shareholder equity is also known as the book value of the company and is derived from two main sources, the money invested in the business and the retained earnings. The above formula sums the retained earnings of the business and the share capital and subtracts the treasury shares. Retained earnings are the sum of the company\u2019s cumulative earnings after paying dividends, and it appears in the shareholders\u2019 equity section in the balance sheet.<\/p>\n<\/p>\n<p><h2>The Formula for the Shareholder Equity Ratio Is<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"how to calculate stockholders equity\"\/><\/p>\n<p><p>It\u2019s important to remember that it may not reflect the amount that would be paid out to investors following a liquidation with 100% accuracy. During a liquidation process, the value of physical assets is reduced and there are other extraordinary conditions that make the two numbers incompatible. Long-term liabilities are obligations that are due for repayment over  periods longer than one year.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='569' height='312' src='https:\/\/www.youtube.com\/embed\/Dmf8hVNH8cc' frameborder='0' alt='how to calculate stockholders equity' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Stockholders\u2019 equity is typically included on a company\u2019s balance sheet but it\u2019s possible to calculate it yourself. Treasury shares or stock (not to be confused with U.S. Treasury bills) represent stock that the company has bought back from existing shareholders. Companies may do a repurchase when management cannot deploy all of the available equity capital in ways that might deliver the best returns. Shares bought back by companies become treasury shares, and the dollar value is noted in an account called treasury stock, a contra account to the accounts of investor capital and retained earnings. Companies can reissue treasury shares back to stockholders when companies need to raise money.<\/p>\n<\/p>\n<p><p>They don&#8217;t count towards the company&#8217;s outstanding shares, nor do they grant voting or dividend privileges. Companies might hold onto these shares for various reasons, like decreasing the number of shares in circulation, supporting the share value or using them for employee compensation. However, buying back these shares can reduce a company&#8217;s paid-in capital and overall equity, while selling them can increase both.<\/p>\n<\/p>\n<p><p>As for the \u201cTreasury Stock\u201d line item, the roll-forward calculation consists of one single outflow \u2013 the repurchases made in the current period. Here, we\u2019ll assume $25,000 in new equity was raised from issuing 1,000 shares at $25.00 per share, but at a par value of $1.00. In recent years, more companies have been increasingly inclined to participate in share buyback programs, rather than issuing dividends. The excess value paid by the purchaser of the shares above the par value can be found in the \u201cAdditional Paid-In Capital (APIC)\u201d line item. Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>However, debt is also the riskiest form of financing for companies because the corporation must uphold the contract with bondholders to make the regular interest payments regardless of economic times. To calculate retained earnings, the beginning retained earnings balance is added to the net income or loss and then dividend payouts are subtracted. A summary [&hellip;]<\/p>\n","protected":false},"author":24,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[10],"tags":[],"class_list":["post-233","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/dr-hoghooghi.ir\/index.php?rest_route=\/wp\/v2\/posts\/233","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/dr-hoghooghi.ir\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/dr-hoghooghi.ir\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/dr-hoghooghi.ir\/index.php?rest_route=\/wp\/v2\/users\/24"}],"replies":[{"embeddable":true,"href":"https:\/\/dr-hoghooghi.ir\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=233"}],"version-history":[{"count":1,"href":"https:\/\/dr-hoghooghi.ir\/index.php?rest_route=\/wp\/v2\/posts\/233\/revisions"}],"predecessor-version":[{"id":234,"href":"https:\/\/dr-hoghooghi.ir\/index.php?rest_route=\/wp\/v2\/posts\/233\/revisions\/234"}],"wp:attachment":[{"href":"https:\/\/dr-hoghooghi.ir\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=233"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/dr-hoghooghi.ir\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=233"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/dr-hoghooghi.ir\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=233"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}