{"id":2879,"date":"2023-10-06T14:19:57","date_gmt":"2023-10-06T12:19:57","guid":{"rendered":"https:\/\/blog.conscience.dona.club\/index.php\/2023\/10\/06\/how-to-calculate-total-expenses-from-total-revenue-6\/"},"modified":"2023-10-06T14:19:57","modified_gmt":"2023-10-06T12:19:57","slug":"how-to-calculate-total-expenses-from-total-revenue-6","status":"publish","type":"post","link":"https:\/\/blog.conscience.dona.club\/index.php\/2023\/10\/06\/how-to-calculate-total-expenses-from-total-revenue-6\/","title":{"rendered":"How To Calculate Total Expenses From Total Revenue And Owners\u0442\u0410\u0429 Equity 6"},"content":{"rendered":"<p>How to Calculate Owners Equity: Step-by-Step Formula<\/p>\n<p>The proceeds of the bank loan are not considered to be revenue since ASC did not earn the money by providing services, investing, etc. As a result, there is no income statement effect from this transaction. For the accounting period of the four days ended December 4, there is no revenue or expense to be reported on the income statement. As you can see, ASC\u2019s assets increase by $10,000 and so does ASC\u2019s owner\u2019s equity.<\/p>\n<h2>Calculating a Missing Amount within Owner\u2019s Equity<\/h2>\n<p>Simply put, the owner\u2019s equity is the remaining value attributable to the owner in the event of a hypothetical liquidation, in which the leftover funds are returned to the business owner. A corporation\u2019s own stock that has been repurchased from stockholders. Also a stockholders\u2019 equity account that usually reports the cost of the stock that has been repurchased. Advertising Expense is the income statement account which reports the dollar amount of ads run during the period shown in the income statement. Advertising Expense will be reported under selling expenses on the income statement. A long-term asset account reported on the balance sheet under the heading of property, plant, and equipment.<\/p>\n<ul>\n<li>Similarly, the amount not yet allocated is not an indication of its current market value.<\/li>\n<li>From an accounting perspective, these transactions are recorded in specific equity accounts.<\/li>\n<li>As always with financial statement ratios, they should be examined against the company&#8217;s history and its competitors&#8217; histories.<\/li>\n<li>That&#8217;s easy in the case of stock shares but it&#8217;s more complicated when calculating the ROI of a business project that&#8217;s under consideration.<\/li>\n<li>For example, assume a company, TechCo, has maintained a steady ROE of 18% over the past few years compared to the average of its peers, which was 15%.<\/li>\n<li>He has been a manager and an auditor with Deloitte, a big 4 accountancy firm, and holds a degree from Loughborough University.<\/li>\n<\/ul>\n<h2>Accounting Equation<\/h2>\n<ul>\n<li>In both cases, companies in industries in which operations require significant assets will likely show a lower average return.<\/li>\n<li>By understanding this relationship, owners and investors can make more informed decisions about managing and investing in a business.<\/li>\n<li>The formula above is helpful for reverse engineering a company&#8217;s total expenses.<\/li>\n<li>The totals indicate that ASI has assets of $9,900 and the source of those assets is the stockholders.<\/li>\n<li>A corporation\u2019s own stock that has been repurchased from stockholders.<\/li>\n<\/ul>\n<p>This can be done by selling shares of the business or taking out loans. Finally, you can also increase it by increasing the value of the assets of the business. In closing, the owner\u2019s <a href=\"https:\/\/www.intuit-payroll.org\/how-to-calculate-total-expenses-from-total-revenue\/\">How To Calculate Total Expenses From Total Revenue And Owners\u2019 Equity<\/a> equity value was derived after considering the initial investment, accumulated profits, withdrawals made by the owner, and the company\u2019s liabilities. In short, owner\u2019s equity represents the residual interest in a company\u2019s assets after deducting all liabilities, recorded for bookkeeping purposes.<\/p>\n<h2>Free Financial Modeling Lessons<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"607px\" alt=\"How To Calculate Total Expenses From Total Revenue And Owners\u2019 Equity\" 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\"\/><\/p>\n<p>For eg Equity vs Asset is is anything that is invested in the company by its owner. This lowers their annual profit by 10% compared to last year, and a projection of the company\u2019s future success would take into account this negative growth. Separating expenses by regularity makes it easier to project your business\u2019s costs in the short, medium and long term. With accurate tracking, a business is able to profit from tax deductions and benefits, and potentially even move to a lower tax bracket entirely.<\/p>\n<p>Equity also shapes how investors, lenders, and analysts view a company. It plays a role in financial ratios and informs decisions about funding, credit, and valuation. Calculating equity from the balance sheet is not just about checking a formula. It unlocks practical insights that guide real-world financial choices. Some terminology may vary depending on the type of entity structure.<\/p>\n<h2>Take the headache out of growing your software business<\/h2>\n<p>For a business owner, equity signifies the value of their investment in the firm. It&#8217;s a measure of the capital that has been put into the business, plus any profits that have been retained over time. It should be noted that the term net worth is sometimes used in relation to an individual. In general the calculation for an individual refers to the market value of their assets and liabilities and as such represents the net wealth of the individual.<\/p>\n<p>Furthermore since the cumulative revenue less expenses is equal to the cumulative net income of the business, it is possible to restate the accounting formula as follows. In the same fashion our examples section sets out typical double entry bookkeeping transactions and show how each transaction affects the accounting formula. The return on investment (ROI) formula remains the same whether you&#8217;re evaluating the performance of a single stock or considering the potential profit of a real estate investment. Information that can be seen on an owner&#8217;s equity statement consists of the details of profits earned, dividend distributed, inflow and withdrawals to and from equity, losses, etc. They have their own office, which is valued at $1 million as per the previous years&#8217; balance sheets.<\/p>\n<h2>When Should I Use the Basic Accounting Equation?<\/h2>\n<p>Their curated artworks and antique furniture are valued at another $1.5 million. Owner&#8217;s equity can be calculated by subtracting what a business \u00abowes\u00bb from what it \u00abowns\u00bb. Interestingly, this equation makes it possible for owner&#8217;s equity to be negative, as the amount a business owes to other entities might be greater than the amount it owns. Business assets, investments, and profits are categorized as incoming capital, whereas debts, payments, and liabilities count as outgoing capital. If you were to look at your business&#8217;s balance sheet, owner&#8217;s equity would be something like the book value of your company instead of reflecting as an asset. This is because it is an asset of the owner and not of the business itself.<\/p>\n<p>Contributed capital and dividends show the effect of transactions with the stockholders. The difference between the revenue and profit generated and expenses and losses incurred reflects the effect of net income (NI) on stockholders&#8217; equity. Overall, then, the expanded accounting equation is useful in identifying at a basic level how stockholders&#8217; equity in a firm changes from period to period.<\/p>\n<p>Owner\u2019s equity represents the residual claim owners hold on a company\u2019s assets after all liabilities have been accounted for. This figure indicates the net worth of the business from the owners\u2019 stake, reflecting the capital they have invested and accumulated profits retained within the company. Understanding owner\u2019s equity is fundamental for assessing a business\u2019s solvency and its capacity for growth. Understanding the impact of profits and losses on owner&#8217;s equity is crucial for anyone involved in business, whether you&#8217;re a budding entrepreneur or an established business owner.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"601px\" alt=\"How To Calculate Total Expenses From Total Revenue And Owners\u2019 Equity\" 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\"\/><\/p>\n<h2>Step 7: Review periodically<\/h2>\n<p>One primary component is owner\u2019s contributions, also known as owner\u2019s capital. This represents the initial and subsequent investments of cash, property, or other valuable assets that the owner or owners directly put into the business. These contributions directly increase the owner\u2019s stake in the company, providing capital for operations and growth.<\/p>\n<p>However, there was a loss of $250,000 due to the coronavirus pandemic. Continuing with the instance of Example Interiors, let&#8217;s say with an opening balance of $350,000, their income was $300,000. Let&#8217;s see the owner&#8217;s equity formula in action with a simple example. In fact, owner&#8217;s equity can be treated as a liability to the business since it isn&#8217;t something a business \u00abowns\u00bb in and of its right. Clair is the founder of a one-woman media start-up, and is keen to share her experience and support other founders, notably in under-represented communities in tech. Clair&#8217;s writing, media, and business consulting services can be summoned through smoke signals, or at<\/p>\n<p>Owner&#8217;s equity is a fundamental concept in accounting and finance, representing the residual interest in the assets of a company after deducting liabilities. In simpler terms, it&#8217;s what the owners of a company can rightfully claim as theirs once all debts and obligations have been settled. This figure is not static; it fluctuates with the company&#8217;s profits, losses, and distributions to owners. The most direct method to determine owner\u2019s equity at a specific point in time is to subtract total liabilities from total assets. This calculation provides a snapshot of the owners\u2019 residual claim on the company\u2019s resources.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>How to Calculate Owners Equity: Step-by-Step Formula The proceeds of the bank loan are not considered to be revenue since ASC did not earn the money by providing services, investing, etc. As a result, there is no income statement effect from this transaction. For the accounting period of the four days ended December 4, there [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[154],"tags":[],"class_list":["post-2879","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/posts\/2879","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/comments?post=2879"}],"version-history":[{"count":0,"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/posts\/2879\/revisions"}],"wp:attachment":[{"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/media?parent=2879"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/categories?post=2879"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/tags?post=2879"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}