{"id":3121,"date":"2021-09-06T09:45:01","date_gmt":"2021-09-06T09:45:01","guid":{"rendered":"https:\/\/edv-service-jacob.de\/?p=3121"},"modified":"2023-10-23T08:57:26","modified_gmt":"2023-10-23T08:57:26","slug":"double-entry-what-it-means-in-accounting-and-how","status":"publish","type":"post","link":"https:\/\/edv-service-jacob.de\/index.php\/2021\/09\/06\/double-entry-what-it-means-in-accounting-and-how\/","title":{"rendered":"Double Entry: What It Means in Accounting and How It&#8217;s Used"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"256px\" alt=\"double entry accounting definition\"\/><\/p>\n<p><p>Thus, the asset account is increased with a debit and the liabilities account is equally increased with a credit. After the transaction is completed, both sides of the equation are in balance because an equal&nbsp;debit&nbsp;and &nbsp;credit&nbsp;were recorded. The transactions are then closed out or summarized in the general ledger, and the accountant generates a trial balance, which serves as a report of each ledger account\u2019s balance.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"255px\" alt=\"double entry accounting definition\"\/><\/p>\n<p><p>For every transaction completed in your business, you must debit one account and credit another for the same amount. Account balancing takes place within individual inventory accounts (or so-called T-accounts). The results are then transferred <a href=\"https:\/\/business-accounting.net\/accounting-vs-law-whats-the-difference\/\">Accounting vs  Law: Whats the Difference?<\/a> to the overall balance (ALM table). This provides you with a detailed list of all transactions as well as the total revenue and expenses of your company. Double-entry accounting is a system where every transaction affects two accounts.<\/p>\n<\/p>\n<p><h2>Example of a Double-Entry Bookkeeping System<\/h2>\n<\/p>\n<p><p>This program can identify revenue and expenses, calculate profits and losses, and run automatic checks and balances to notify you if something needs your attention. A debit entry will signify either  an increase in assets or a decrease in liabilities for your company. A credit entry, on the other hand, will mean an increase in liabilities or equities, or a decrease in assets or expenses.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='565' height='314' src='https:\/\/www.youtube.com\/embed\/CCIYQ2q5iBU' frameborder='0' alt='double entry accounting definition' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>The company&#8217;s asset account Cash is increased with a debit entry of $10,000 and the company&#8217;s liability account Loans Payable is increased with a credit entry of $10,000. The annual account balance, or in other words, the consolidation of all business transactions within one fiscal year, has to be filed with the IRS at the end of the tax year. The double-entry system provides a complete and accurate picture of a business\u2019s financial position. It helps in tracking all financial transactions, managing inventory and preparing financial statements.<\/p>\n<\/p>\n<p><h2>Double-Entry Accounting<\/h2>\n<\/p>\n<p><p>Ultimately, the inclusion of a complete balance sheet is a good idea, as it helps accurately track finances and avoid errors. There are always two sides to the event even if two assets are traded. When a company buys a new delivery car, it gives the car dealership cash <a href=\"https:\/\/adprun.net\/how-to-start-a-bookkeeping-business\/\">https:\/\/adprun.net\/how-to-start-a-bookkeeping-business\/<\/a> and receives the car in exchange. One asset is going out and one asset is coming in\u2014two sides to the transaction. The income statement will also account for other expenses, such as selling, general and administrative expenses, depreciation, interest, and income taxes.<\/p>\n<\/p>\n<p><p>Above all, large companies with correspondingly large revenue and expense amounts can use these tools to make their daily work easier. The P&amp;L account is essentially the equity account, and so is on the liabilities side. With P&amp;L accounts, make sure that you post the revenue in the credit and the expenses in the debit. At the end of the year, the values determined by the P&amp;L account are transferred to the equity account. Once you have an overview of the individual areas, you can look at the individual inventory accounts. These are divided into a debit side (left) and a credit side (right).<\/p>\n<\/p>\n<p><h2>Account Information<\/h2>\n<\/p>\n<p><p>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. A simpler version of accounting is single entry accounting, which is essentially a cash basis system that is run from a check book. Under this approach, assets and liabilities are not formally tracked, which means that no balance sheet can be constructed. This approach can work well for a small business that cannot afford a full-time bookkeeper.<\/p>\n<\/p>\n<ul>\n<li>This action increases the company\u2019s total assets by $1,000 while accurately recording the revenue earned from the product sale.<\/li>\n<li>Double-entry bookkeeping\u2019s financial statements tell small businesses how profitable they are and how financially strong different parts of their business are.<\/li>\n<li>So, if assets increase, liabilities must also increase so that both sides of the equation balance.<\/li>\n<li>While having a record of these transactions is a good first step toward better managing your cash flow, this type of recording doesn\u2019t make clear the impact each transaction has on your business.<\/li>\n<li>Double-entry accounting can help improve accuracy in a business\u2019s financial record keeping.<\/li>\n<li>The ins and outs, or inflows and outflows of payments, are recorded in the corresponding areas.<\/li>\n<\/ul>\n<p><p>The products on the market today are designed with business owners, not accountants, in mind. Even if your knowledge of accounting doesn\u2019t extend beyond Accounting 101, you\u2019ll find most accounting software applications easy to use. In double-entry accounting, you still record the $5.50 in your cash  account, but you also record that $5.50 as an expense. Here, the asset account \u2013 Furniture or Equipment \u2013 would be debited, while the Cash account would be credited. It is important to note that after the transaction, the debit amount is exactly equal to the credit amount, $5,000.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Thus, the asset account is increased with a debit and the liabilities account is equally increased with a credit. After the transaction is completed, both sides of the equation are in balance because an equal&nbsp;debit&nbsp;and &nbsp;credit&nbsp;were recorded. The transactions are then closed out or summarized in the general ledger, and the accountant generates a trial &hellip; <\/p>\n<p class=\"link-more\"><a href=\"https:\/\/edv-service-jacob.de\/index.php\/2021\/09\/06\/double-entry-what-it-means-in-accounting-and-how\/\" class=\"more-link\"><span class=\"screen-reader-text\">\u201eDouble Entry: What It Means in Accounting and How It&#8217;s Used\u201c<\/span> weiterlesen<\/a><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[21],"tags":[],"class_list":["post-3121","post","type-post","status-publish","format-standard","hentry","category-bookkeeping","entry"],"jetpack_featured_media_url":"","yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v14.5 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Double Entry: What It Means in Accounting and How It&#039;s Used - EDV-Service-Jacob<\/title>\n<meta name=\"robots\" content=\"index, follow\" \/>\n<meta name=\"googlebot\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<meta name=\"bingbot\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/edv-service-jacob.de\/index.php\/2021\/09\/06\/double-entry-what-it-means-in-accounting-and-how\/\" \/>\n<meta property=\"og:locale\" content=\"de_DE\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Double Entry: What It Means in Accounting and How It&#039;s Used - EDV-Service-Jacob\" \/>\n<meta property=\"og:description\" content=\"Thus, the asset account is increased with a debit and the liabilities account is equally increased with a credit. After the transaction is completed, both sides of the equation are in balance because an equal&nbsp;debit&nbsp;and &nbsp;credit&nbsp;were recorded. The transactions are then closed out or summarized in the general ledger, and the accountant generates a trial &hellip; \u201eDouble Entry: What It Means in Accounting and How It&#8217;s Used\u201c weiterlesen\" \/>\n<meta property=\"og:url\" content=\"https:\/\/edv-service-jacob.de\/index.php\/2021\/09\/06\/double-entry-what-it-means-in-accounting-and-how\/\" \/>\n<meta property=\"og:site_name\" content=\"EDV-Service-Jacob\" \/>\n<meta property=\"article:published_time\" content=\"2021-09-06T09:45:01+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2023-10-23T08:57:26+00:00\" \/>\n<meta property=\"og:image\" content=\"\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<script type=\"application\/ld+json\" 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