{"id":1048,"date":"2021-11-05T17:08:47","date_gmt":"2021-11-05T17:08:47","guid":{"rendered":"http:\/\/tabelionatoalves.com.br\/?p=1048"},"modified":"2024-12-13T16:50:37","modified_gmt":"2024-12-13T16:50:37","slug":"double-entry-system-of-accounting-basic-rules-and","status":"publish","type":"post","link":"http:\/\/tabelionatoalves.com.br\/?p=1048","title":{"rendered":"Double Entry System of Accounting Basic Rules and Examples"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"606px\" alt=\"double-entry bookkeeping system\"\/><\/p>\n<p><p>Under the double-entry system of accounting, each business transaction affects at least two accounts. One of these accounts must be debited and the other credited, both with equal amounts. When  all the accounts in a company\u2019s books have been balanced, the result is a zero balance in each account. For example, a copywriter buys a new laptop computer for her business for $1,000.<\/p>\n<\/p>\n<ol>\n<li>Honestly, if you use bookkeeping software, that\u2019s nearly all you need to know about double-entry accounting.<\/li>\n<li>Alongside your income statement and cash flow statement, it gives you, your accountant, and your financial investors a well-rounded snapshot of your business\u2019s financial health.<\/li>\n<li>Depending on your business, your GL will contain several of each type of account.<\/li>\n<li>This single-entry bookkeeping is a simple way of showing the flow of one account.<\/li>\n<\/ol>\n<p><h2>Concept of the Double-Entry System<\/h2>\n<\/p>\n<p><p>Liabilities represent everything the company owes to someone else, such as short-term accounts payable owed to suppliers or long-term notes payable owed to a bank. Equity may include any contributions the owners have made to the company, plus the company\u2019s profits or minus the company\u2019s losses. The system of bookkeeping under which both changes in a transaction are recorded together at an equal amount (one known as &#8220;credit&#8221; and the other as &#8220;debit&#8221;) is known as the double-entry system. Double-entry bookkeeping produces reports that allow investors, banks, and potential buyers to get an accurate and full  picture of the financial health of your business. You invested $15,000 of your personal money to start your catering business.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='565' height='311' src='https:\/\/www.youtube.com\/embed\/kwA_6MV8dFE' frameborder='0' alt='double-entry bookkeeping system' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2>What Is the Difference Between Single-Entry Accounting and Double-Entry Accounting?<\/h2>\n<\/p>\n<p><p>Very small, new businesses may be able to make do with single-entry bookkeeping. There are recorded instances of double-entry bookkeeping from as far back as 70 A.D. A bachelor&#8217;s degree in accounting can provide you with the necessary skills to start an entry-level role as an accountant. A bakery purchases a fleet of refrigerated delivery trucks on credit; the total credit purchase was $250,000. The new set of trucks will be used in business operations and will not be sold for at least 10 years\u2014their estimated useful life. Bookkeeping and accounting track changes in each account as a company continues operations.<\/p>\n<\/p>\n<p><p>Single-entry accounting involves writing down all of your business\u2019s transactions (revenues, expenses, payroll, etc.) in a single ledger. If you\u2019re a freelancer or sole proprietor, you might already be using this system right now. It\u2019s quick and easy\u2014and that\u2019s pretty much where the benefits of single-entry end. When you make the payment, your account payable decreases by $780, and your cash decreases by $780. This is reflected in the books by debiting inventory and crediting accounts payable. For businesses in the United <a href=\"https:\/\/www.simple-accounting.org\/debits-and-credits-accountingtools\/\">account definition in accounting<\/a> States, the Financial Accounting Standards Board (FASB), is a non-governmental body.<\/p>\n<\/p>\n<p><p>All these entries get summarized in a trial balance, which shows the account balances and the totals of your total credits and total debits. If done correctly, your trial balance should show that the credit balance is the same as the debit balance. Double-entry bookkeeping is an accounting method where each transaction is recorded in 2 or more accounts using debits and credits. A debit is made in at least one account and a credit is made in at least one other account.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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width=\"609px\" alt=\"double-entry bookkeeping system\"\/><\/p>\n<p><h2>Example 1: Business Purchases Using Credit<\/h2>\n<\/p>\n<p><p>At Finance Strategists, we partner with financial experts to ensure the accuracy of our financial content. The articles and research support materials available on this site are educational and are not intended to be investment or tax advice. All such information is provided solely for convenience purposes only and all users thereof should be guided accordingly. For information pertaining to the registration status of 11 Financial, please contact the state securities regulators for those states in which 11 Financial maintains a registration filing.<\/p>\n<\/p>\n<p><p>Someone on our team will connect you with a financial professional in our network holding the correct designation and expertise. This is a fundamental and implicit consequence of the double-entry system of accounting, and there are no exceptions. Therefore, if you buy a new factory or if you buy some postage stamps, the appropriate accounts will be debited. A long time ago, most people did it this way, with debit on the left and credit on the right. The founding father of the double-entry system was a Franciscan monk called Luca Pacioli. He did not invent it, but in 1493 he wrote down the principles of the system used by himself and others.<\/p>\n<\/p>\n<p><p>This double-entry system also means there\u2019s less chance of fraudulent activity slipping through the cracks. For instance, <a href=\"https:\/\/www.business-accounting.net\/what-happens-when-depreciation-is-not-added-back\/\">what happens when depreciation is not added back to cash flow<\/a> if someone tries to inflate expenses or hide revenue, the imbalance in the records will flag the issue. This approach gives you the opportunity to investigate the situation and resolve it quickly before it becomes a bigger problem. Bookkeeping supports every other accounting process, including the production of financial statements and the generation of management reports for company decision-making. Double-entry accounting can help improve accuracy in a business\u2019s financial record keeping. In this guide, discover the basics of double-entry bookkeeping and see examples of double-entry accounting.<\/p>\n<\/p>\n<p><p>And since it doesn\u2019t break down your cash flow into categories like expenses, assets, and equity, single-entry bookkeeping can\u2019t give you any real insight into your business\u2019s performance. It is recommended to use a <a href=\"https:\/\/www.intuit-payroll.org\/activity-ratios-debtors-turnover-ratio-debtors\/\">activity ratios-debtors turnover ratio debtors velocity ratio<\/a> double-entry bookkeeping system because it allows for checks and balances on all transactions and the overall financial statement. This ensures that all financial statements are in good order and it can also help detect and prevent fraud within the business. Since every transaction affects at least two accounts, we must make two entries for each transaction to fully record its impact on the books. One of the entries is a debit entry and the other a credit entry, both for equal amounts. Double-entry accounting is the system of accounting in which each transaction has equal debit and credit effects.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='567' height='318' src='https:\/\/www.youtube.com\/embed\/6PODmxaH8wE' frameborder='0' alt='double-entry bookkeeping system' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Under the double-entry system of accounting, each business transaction affects at least two accounts. One of these accounts must be debited and the other credited, both with equal amounts. When all the accounts in a company\u2019s books have been balanced, the result is a zero balance in each account. For example, a copywriter buys a [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[38],"tags":[],"class_list":["post-1048","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=\/wp\/v2\/posts\/1048","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1048"}],"version-history":[{"count":0,"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=\/wp\/v2\/posts\/1048\/revisions"}],"wp:attachment":[{"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1048"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1048"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1048"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}