{"id":34410,"date":"2024-01-29T11:23:39","date_gmt":"2024-01-29T11:23:39","guid":{"rendered":"http:\/\/imperialcollege.in\/?p=34410"},"modified":"2025-06-26T15:39:58","modified_gmt":"2025-06-26T15:39:58","slug":"accounting-equation-assets-liabilities-equity-6","status":"publish","type":"post","link":"http:\/\/imperialcollege.in\/?p=34410","title":{"rendered":"Accounting Equation Assets = Liabilities + Equity"},"content":{"rendered":"<p>Accurate reporting facilitated by the accounting equation is vital for compliance purposes. Businesses can meet regulatory standards and avoid penalties by providing correct reports to tax authorities and auditing firms. If a company wants to manufacture a car part, they will need to purchase machine X that costs $1000. It borrows $400 from the bank and spends another $600 in order to purchase the machine. Its assets are now worth $1000, which is the sum of its liabilities ($400) and equity ($600).<\/p>\n<h2>Credit Risk Management<\/h2>\n<p>Notice that owners equity includes amounts invested by the owners (capital) and profits of the business which have been retained. It should be noted that for a corporation owners equity would be replaced by stockholders equity. The owner\u2019s equity is the balancing amount in the accounting equation. The accounting equation is based on the premise that the sum of a company\u2019s assets is equal to its total liabilities and shareholders\u2019 equity. It&#8217;s a core concept in modern accounting that provides the basis for keeping a company\u2019s books balanced across a given accounting cycle.<\/p>\n<ul>\n<li>For example, a positive change in plant, property, and equipment is equal to capital expenditure minus depreciation expense.<\/li>\n<li>It is the fundamental foundation of accounting that ensures financial statement accuracy.<\/li>\n<li>Debt is a liability whether it&#8217;s a long-term loan or a bill that&#8217;s due to be paid.<\/li>\n<li>Our comprehensive bookkeeping 101 guide equips you with the knowledge and understanding to interpret and analyze this essential financial statement effectively.<\/li>\n<li>It represents the total profits that have been saved and put aside or \u201cretained\u201d for future use.<\/li>\n<li>The accounting equation\u2019s left side represents everything a business has (assets), and the right side shows what a business owes to creditors and owners (liabilities and equity).<\/li>\n<\/ul>\n<h2>How do assets, liabilities, and equity interact in the accounting equation?<\/h2>\n<p>Many assume that financial formulas and tracking methods only matter for big corporations. However, businesses of all sizes\u2014whether using manual records or accounting software\u2014need a reliable way to monitor assets, liabilities, and equity. Even small companies must maintain accurate records to assess financial health and ensure smooth operations. This expanded version plays a crucial role in the section of the balance sheet, ensuring that every financial transaction is accurately recorded.<\/p>\n<p>The accounting equation represents the relationship between a company&#8217;s assets, liabilities, and equity. In the expanded version, revenue increases equity, while expenses and dividends reduce it. Whether you&#8217;re a business owner, an accountant, or a student learning finance, understanding this equation is essential. It plays a key role in tracking business assets, outstanding liabilities, and ownership equity, providing a clear financial picture. The double-entry accounting system relies on this equation to maintain balanced books and prevent costly errors. The balance sheet equation lets businesses calculate important financial ratios.<\/p>\n<p>For example, if a business takes out a loan, its liabilities increase, but so do its assets (such as cash or equipment purchased). This process helps maintain balanced balance sheets and keeps the equation balanced. The balance sheet equation is a cornerstone of financial statements. It says a company\u2019s assets must equal its liabilities plus shareholders\u2019 equity. This formula is crucial for keeping <a href=\"https:\/\/tax-tips.org\/how-to-file-taxes-for-ebay-sales\/\">how to file taxes for ebay sales<\/a> financial records right and following GAAP rules. Understanding assets, liabilities, and equity is crucial because they provide insights into a company\u2019s financial health.<\/p>\n<h2>Accounts Payable Solutions<\/h2>\n<p>It makes sure the balance sheet is always right, with assets matching liabilities and equity. The U.S. Small Business Administration highlights the balance sheet equation\u2019s value for entrepreneurs. This helps owners decide on how to use capital and plan for growth. By looking at the financial ledger, managers can spot areas to improve and use resources better. Non-current liabilities are debts that take more than a year to pay off. Companies often borrow money to grow or run their businesses, which adds to their long-term debts.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"600px\" alt=\"assets plus equity equals liabilities\" 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separate valuation analysis is required to understand what the company is really worth now. Asset depreciation is special accounting used for machinery and equipment. In the below-given figure, we have shown the calculation of the balance sheet.<\/p>\n<h2>Importance in Financial Accounting<\/h2>\n<p>In summary, asset valuation and depreciation are crucial aspects of understanding a company\u2019s financial position. Proper valuation and accounting for depreciation give a more accurate representation of a company\u2019s assets and their worth. Both fixed and intangible assets play a critical role in the overall value of a company, and understanding their valuation methods helps ensure the accuracy of financial statements. The accounting equation represents a fundamental principle of accounting that states that a company\u2019s total assets are equal to the sum of its liabilities and equity. It forms the basis of double-entry accounting, where every transaction results in a dual effect, ensuring balance sheet accuracy. Double-entry accounting ensures that when you use the formula, every financial transaction impacts at least two accounts.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"600px\" alt=\"assets plus equity equals liabilities\" 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\"\/><\/p>\n<ul>\n<li>It is a key step towards financial proficiency and a foundational element of sound financial decision-making.<\/li>\n<li>Public companies in the U.S. use this formula to show their financial health.<\/li>\n<li>Balancing revenues and expenses is key to maintaining financial health and profitability.<\/li>\n<li>You can receive the complete\u00a0Bookkeeping 101 accounting series\u00a0in a 23 page E-Book\u00a0for $4.97\u00a0along with all sorts of other accounting, business and financial goodies.<\/li>\n<li>The accounting equation ensures that the balance sheet remains balanced.<\/li>\n<\/ul>\n<p>So, as long as you account for everything correctly, the accounting equation will always balance no matter how many transactions are involved. If the equation is balanced then the financial statement can be prepared. If the total assets calculated equals the sum of liabilities and equity then an organization has correctly gauged the value of all three key components.<\/p>\n<p>LendingTree is compensated by companies on this site and this compensation may impact how and where offers appear on this site (such as the order). LendingTree does not include all lenders, savings products, or loan options available in the marketplace. However, the book value can be very different from the \u201cmarket value\u201d the owner would get if the company were liquidated or sold. For example, what if the value of the land, buildings, patents or brand names has gone up or down since the company acquired them? The market value has changed but the book value shows the old value when first purchased.<\/p>\n<h2>Bookkeeping 101 Articles<\/h2>\n<p>The accounting equation is not just a formula; it&#8217;s the foundation of a business&#8217;s financial health. It ensures the balance sheet is balanced, helping you understand assets or liabilities and determining how much equity your company has. This clarity is key for making credit and business decisions, like getting loans or assessing growth. This equation is essential for small businesses to maintain accurate financial records and ensure long-term viability. Analyzing the balance sheet alongside the income statement will provide a comprehensive assessment of a company\u2019s financial health.<\/p>\n<p>Accounts receivable&nbsp;lists the amounts of money owed to the company by its customers for the sale of its products. You both agree to invest $15,000 in cash, for a total initial investment of $30,000. If you\u2019ve promised to pay someone in the future, and haven\u2019t paid them yet, that\u2019s a liability. Get free guides, articles, tools and calculators to help you navigate the financial side of your business with ease.<\/p>\n<p>However, if this does not match then organizations need to check for discrepancies. Utilizing advanced accounting software enables organizations to proactively identify and manage anomalies. An asset is a resource that can provide current or future economic benefit to the organization who owns or controls the asset. Assets are reported on a company\u2019s balance sheet and comprises various asset types such as intangible assets, financial assets, fixed assets and current assets. The equation forms the structure of the balance sheet, categorizing assets, liabilities, and equity.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Accurate reporting facilitated by the accounting equation is vital for compliance purposes. Businesses can meet regulatory standards and avoid penalties by providing correct reports to tax authorities and auditing firms. If a company wants to manufacture a car part, they will need to purchase machine X that costs $1000. It borrows $400 from the bank&hellip; <a class=\"more-link\" href=\"http:\/\/imperialcollege.in\/?p=34410\">Continue reading <span class=\"screen-reader-text\">Accounting Equation Assets = Liabilities + Equity<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[22],"tags":[],"_links":{"self":[{"href":"http:\/\/imperialcollege.in\/index.php?rest_route=\/wp\/v2\/posts\/34410"}],"collection":[{"href":"http:\/\/imperialcollege.in\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/imperialcollege.in\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/imperialcollege.in\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/imperialcollege.in\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=34410"}],"version-history":[{"count":1,"href":"http:\/\/imperialcollege.in\/index.php?rest_route=\/wp\/v2\/posts\/34410\/revisions"}],"predecessor-version":[{"id":34411,"href":"http:\/\/imperialcollege.in\/index.php?rest_route=\/wp\/v2\/posts\/34410\/revisions\/34411"}],"wp:attachment":[{"href":"http:\/\/imperialcollege.in\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=34410"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/imperialcollege.in\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=34410"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/imperialcollege.in\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=34410"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}