{"id":7936,"date":"2024-01-11T05:51:15","date_gmt":"2024-01-11T11:51:15","guid":{"rendered":"https:\/\/ferba.net\/es\/?p=7936"},"modified":"2025-03-20T14:27:10","modified_gmt":"2025-03-20T20:27:10","slug":"accounting-equation-definition-formula-example","status":"publish","type":"post","link":"https:\/\/ferba.net\/en\/accounting-equation-definition-formula-example\/","title":{"rendered":"Accounting Equation Definition, Formula, Example"},"content":{"rendered":"<p>Although the balance sheet always balances out, the accounting equation can\u2019t tell investors how well a company is performing. If a business buys raw materials and pays in cash, it will result in an increase in the company\u2019s inventory (an asset) while reducing cash capital (another asset). Because there are two or more accounts affected by every transaction carried out by a company,  the accounting system is referred to as double-entry accounting. Modern bookkeeping services go beyond basic record-keeping, offering CFO-level insights that help businesses improve cash flow, optimize expenses, and make data-driven financial decisions.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\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width=\"258px\" alt=\"what is accounting equation\"\/><\/p>\n<h2>Additional Resources<\/h2>\n<div style='text-align:center'><iframe width='564' height='316' src='https:\/\/www.youtube.com\/embed\/dMKfVEabLgQ' frameborder='0' alt='what is accounting equation' allowfullscreen><\/iframe><\/div>\n<p>It helps the company to prepare a balance sheet and see if the entire enterprise\u2019s asset is equal to its liabilities and stockholder equity. In this form, it is easier to highlight the relationship between shareholder\u2019s equity and debt (liabilities). As you can see, shareholder\u2019s equity is the remainder after liabilities have been subtracted from assets. This is because creditors \u2013 parties that lend money such as banks \u2013 have the first claim to a company\u2019s assets. For example, an increase in an asset account can be matched by an equal increase to a related liability or shareholder\u2019s equity account such that the accounting equation stays in balance.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"what is accounting equation\"\/><\/p>\n<h2>Advance Your Accounting and Bookkeeping Career<\/h2>\n<p>Of course, this lead to the chance of human error, which is detrimental to a company\u2019s health, balance sheets, and investor ability. While the accounting equation goes hand-in-hand with the balance sheet, it is also a fundamental  aspect of the double-entry accounting <a href=\"https:\/\/www.accountingcoaching.online\/accounting-equation\/\">accounting equation<\/a> system. The accounting equation is a better representation of the dreaded \u201cdouble entry bookkeeping system\u201d.<\/p>\n<h2>Expanding Equity Within the Accounting Equation<\/h2>\n<ul>\n<li>The basic accounting equation is also known as the balance sheet equation.<\/li>\n<li>Comb through your records and make sure you include as much as possible in the equation.<\/li>\n<li>The accounting equation is considered a fundamental basis on which all accounting systems function.<\/li>\n<li>The $30,000 came from its owner and $20,000 came from the borrowing from the bank.<\/li>\n<li>Liabilities are claims made against assets, or current debts and obligations.<\/li>\n<li>Debt is a liability, whether it is a long-term loan or a bill that is due to be paid.<\/li>\n<\/ul>\n<p>Alternatively, an increase in an asset account can be matched by an equal decrease in another asset account. It is important to keep the accounting equation in mind when performing journal entries. Since the balance sheet is founded on the principles of the accounting equation, this equation can also be said to be responsible for estimating the net worth of an entire company. The fundamental components of the accounting equation include the calculation of both company holdings and company debts; thus, it allows owners to gauge the total value of a firm&#8217;s assets.<\/p>\n<h2>Single-entry vs. double-entry bookkeeping system<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"what is accounting equation\"\/><\/p>\n<p>This is how the accounting equation of Laura\u2019s business looks like after incorporating the effects of all transactions at the end of month 1. This transaction affects both sides of the accounting equation; both the left and right sides of the equation increase by +$250. For example, if a company becomes&nbsp;bankrupt, its assets are sold and these funds are used to settle its debts first. Only after debts are settled are shareholders entitled to any of the company\u2019s assets to attempt to recover their investment. The accounting equation is fundamental to the double-entry bookkeeping practice. The accounting equation is a concise expression of the complex, expanded, and multi-item display of a balance sheet.<\/p>\n<h2>What is an Adjusting Journal Entry?<\/h2>\n<p>So, as long as you account for everything correctly, the accounting equation will always balance no matter how many transactions are involved. For a company keeping accurate accounts, every business transaction will be represented in at least two of its accounts. For instance, if a business takes a loan from a bank, the borrowed money will be reflected in its balance sheet as both an increase in the company\u2019s assets and an increase in its loan liability.<\/p>\n<h2>Understanding the Accounting Equation Formula<\/h2>\n<p>In fact, most businesses don\u2019t rely on single-entry accounting because they need more than what single-entry can provide. Single-entry accounting only shows expenses and sales but doesn\u2019t establish how those transactions work together to determine profitability. The accounting equation focuses on your balance sheet, which is a historical summary of your company, what you own, and what you owe. An organisation ABC wish to buy a \u20b9500 manufacturing machine using cash.<\/p>\n<h2>What Is a Liability in the Accounting Equation?<\/h2>\n<ul>\n<li>In this form of the accounting equation, the left hand side (Assets) represents a company\u2019s \u201cresources\u201d.<\/li>\n<li>Single-entry accounting is a system in which transactions are recorded once, either as a debit or credit, in a single account.<\/li>\n<li>Assets, liabilities, and shareholders&#8217; equity are the three variables in the accounting equation.The sum of a company&#8217;s assets is equal to the sum of its liabilities and shareholders&#8217; equity.<\/li>\n<li>Any change to a liability or ownership claim necessitates the performance of analysis with the same structure.<\/li>\n<li>The accounting equation helps you confirm that your double-entry bookkeeping system is working.<\/li>\n<\/ul>\n<p>Accounting professionals record the economic activities of a business as transactions (business transactions). The most common sources of revenue are the sale of goods and services, the leasing of real estate, the provision of financial loans, commissions, fees, interest,&nbsp; royalties, dividends, and rent. In order to carry out its operations, such as production and sales, the company uses its assets. ABC &amp; Co. has liabilities of $3.2 billion and owners\u2019 equity of $14.3 billion. Finally, a cash flow statement can be produced for the period and reports the change in cash balances between periods.<\/p>\n<h2>What is asset? Definition, Explanation, Types, Classification, Formula, and Measurement<\/h2>\n<p>Additionally, the equation formula may also be broken down further on the capital part to detail the additional contributions of the capital. In this case, the capital will become the beginning capital and additional contributions. For example, ABC Co. started the company on 02 January 2020 by injecting cash into the business of $50,000. The $30,000 came from its owner and $20,000 came from the borrowing from the bank.<\/p>\n<ul>\n<li>The accounting equation on the basis of a balance sheet can be calculated as.<\/li>\n<li>Financial analysis often involves both using or analyzing historic information and forecasting forward-looking financial statements.<\/li>\n<li>The widely accepted double-entry bookkeeping technique is designed to accurately reflect all of a company&#8217;s assets.<\/li>\n<li>For example, cash, inventory, furniture, machinery, buildings, goodwill, etc.<\/li>\n<li>I hope by the end of this article you have a clear understanding of the accounting equation.<\/li>\n<\/ul>\n<p>The bread and butter lie in freeing up your human labour to work on value-based tasks while automating manual processes. Most sole proprietors aren\u2019t going to know the knowledge or understanding of how to break down the equity sections (OC, OD, R, and E) like this unless they have a finance background. Almost all businesses use the double-entry accounting system because, truthfully, single-entry is outdated at this point. For example, if a business signs up for accounting software, it will automatically default to double-entry.<\/p>","protected":false},"excerpt":{"rendered":"<p>Although the balance sheet always balances out, the accounting equation can\u2019t tell investors how well a company is performing. If a business buys raw materials and pays in cash, it will result in an increase in the company\u2019s inventory (an asset) while reducing cash capital (another asset). Because there are two or more accounts affected [&hellip;]<\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[],"tags":[],"class_list":["post-7936","post","type-post","status-publish","format-standard","hentry"],"_links":{"self":[{"href":"https:\/\/ferba.net\/en\/wp-json\/wp\/v2\/posts\/7936","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ferba.net\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ferba.net\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ferba.net\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ferba.net\/en\/wp-json\/wp\/v2\/comments?post=7936"}],"version-history":[{"count":1,"href":"https:\/\/ferba.net\/en\/wp-json\/wp\/v2\/posts\/7936\/revisions"}],"predecessor-version":[{"id":7937,"href":"https:\/\/ferba.net\/en\/wp-json\/wp\/v2\/posts\/7936\/revisions\/7937"}],"wp:attachment":[{"href":"https:\/\/ferba.net\/en\/wp-json\/wp\/v2\/media?parent=7936"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ferba.net\/en\/wp-json\/wp\/v2\/categories?post=7936"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ferba.net\/en\/wp-json\/wp\/v2\/tags?post=7936"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}