{"id":3825,"date":"2021-09-06T10:55:58","date_gmt":"2021-09-06T10:55:58","guid":{"rendered":"https:\/\/intermunditrading.com\/?p=3825"},"modified":"2023-08-22T12:12:14","modified_gmt":"2023-08-22T12:12:14","slug":"double-entry-bookkeeping-importance-basics-types","status":"publish","type":"post","link":"https:\/\/intermunditrading.com\/?p=3825","title":{"rendered":"Double-Entry Bookkeeping Importance, Basics, Types, Examples"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">What Is Double Entry?<\/a><\/li>\n<li><a href=\"#toc-1\">double entry bookkeeping Business English<\/a><\/li>\n<li><a href=\"#toc-2\">Summary (profit and loss account and balance sheet):<\/a><\/li>\n<li><a href=\"#toc-3\">Debits and Credits<\/a><\/li>\n<li><a href=\"#toc-4\">Company<\/a><\/li>\n<li><a href=\"#toc-6\">A simple double-entry bookkeeping example<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px\" alt=\"double entry accounting meaning\"\/><\/p>\n<p>Through this system, the account is kept completely, and no party is ignored. In fine, it can be said that every transaction must possess these characteristics. For example, to meet up the claim of a creditor taking a long-term loan. Ask a question about your financial situation providing as much detail as possible. Our mission is to empower readers with the most factual and reliable financial information possible to help them make informed decisions for their individual needs.<\/p>\n<p>The trial balance labels all of the accounts that have a normal debit balance and those with a normal credit balance. The total of the trial balance should always be zero, and the total debits should be exactly equal to the total credits. The key advantage of a double entry system is that it allows an organization to produce a full set of financial statements. In particular, it can create a balance sheet, which cannot be produced with just a single entry system.<\/p>\n<h2 id=\"toc-0\">What Is Double Entry?<\/h2>\n<p>To account for the credit purchase, entries must be made in their respective accounting ledgers. Because the business has accumulated more assets, a debit to the asset account for the cost of the purchase ($250,000) will be made. To account for the credit purchase, a credit entry of $250,000 will be made to notes payable.<\/p>\n<ul>\n<li>If the transactions are not recorded in two accounts, proper results are not reflected.<\/li>\n<li>There are two different ways to record the effects of debits and credits on accounts in the double-entry system of bookkeeping.<\/li>\n<li>Implementing a double-entry system of accounting will allow you to put your financial statements to better use so that you can measure your financial health and spot errors quickly.<\/li>\n<li>As the accounting process under the double-entry system is complex and complicated, the possibility of errors and mistakes cannot be avoided completely.<\/li>\n<li>Assets (the inventory account) increase by $1,000 and liabilities (accounts payable) increase by $1,000.<\/li>\n<li>Unlike double-entry accounting, single-entry accounting doesn\u2019t balance debits and credits.<\/li>\n<li>To account for this transaction, $5,000 is entered into the insurance account as a debit.<\/li>\n<\/ul>\n<p>As a result, the moral qualities of an accountant and other employees are upheld. It becomes easier to fix-up the price  of commodities as the accounts are maintained systematically under the double-entry system. In every organization, whether big or small accounts are kept under the double-entry system. The double-entry system is a scientific, self-sufficient, and reliable system of accounting.<\/p>\n<h2 id=\"toc-1\">double entry bookkeeping Business English<\/h2>\n<p>In double-entry bookkeeping, debits and credits  are terms used to describe the 2 sides of every transaction. Debits are increases to an account, and credits are decreases to an account. The accounting <a href=\"https:\/\/dodbuzz.com\/running-law-firm-bookkeeping\/\">law firm bookkeeping<\/a> equation forms the foundation of double-entry accounting and is a concise representation of a concept that expands into the complex, expanded, and multi-item display of the&nbsp;balance sheet.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"256px\" alt=\"double entry accounting meaning\"\/><\/p>\n<p>It is important to note that both entries will be for the same amount. Today, every modern accounting system framework is based on double-entry accounting as at least 2 accounts are affected after every transaction. In fact, you probably won\u2019t be able to save the entries in your system unless the transaction balances. The idea behind the double entry system is that every business transaction affects multiple parts of the business. For example, when a company receives a loan from a bank, cash is received and an obligation is owed. Even with the above errors, the trial balance will remain in balance.<\/p>\n<h2 id=\"toc-2\">Summary (profit and loss account and balance sheet):<\/h2>\n<p>This is because her technology expense assets are now worth $1000 more and she has $1000 less in cash. The double entry system is complex enough to require skilled and qualified employees to handle the whole process of maintaining accounting records. Its employment may be costly, time consuming and therefore inconvenient for sole proprietors and other small businesses. This equation is one of the fundamental principles of accounting, in which total assets must always equal total liabilities plus equity (net worth or capital) of a business. In case both sides of the calculation are out of balance, that means the bookkeepers or accounts have made a mistake somewhere along the way. Just like the accounting equation, the total debits and total credits must balance at all times under double-entry accounting, where each transaction should result in at least two account changes.<\/p>\n<ul>\n<li>On the other hand, the losses are recorded when a company loses money through secondary activity.<\/li>\n<li>Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance.<\/li>\n<li>The idea behind the double entry system is that every business transaction affects multiple parts of the business.<\/li>\n<li>The double-entry system of bookkeeping standardizes the accounting process and improves the accuracy of prepared financial statements, allowing for improved detection of errors.<\/li>\n<\/ul>\n<p>We\u2019re here to take the guesswork out of running your business &#8211; for good. If you\u2019ve previously used a single-entry system, you may be wondering how to go about switching to a double-entry system. Most modern accounting software has double-entry concepts already built in. #1 Software Developer<br \/>\nAva is a software developer who buys a new laptop for her freelance business for $1,500. For example, if John lends $300 to Adam, Adam\u2019s savings account will have a debit of $300 (money added), and his payable account will have a credit of $300 (indicating his debt to John). The expenses account shows all the expenses incurred by a business, such as paying rent, electricity bill and salaries.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content What Is Double Entry? double entry bookkeeping Business English Summary (profit and loss account and balance sheet): Debits and Credits Company A simple double-entry bookkeeping example Through this system, the account is kept completely, and no party is ignored. In fine, it can be said that every transaction must possess these characteristics. For example, &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/intermunditrading.com\/?p=3825\"> <span class=\"screen-reader-text\">Double-Entry Bookkeeping Importance, Basics, Types, Examples<\/span> Read More &raquo;<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","footnotes":""},"categories":[89],"tags":[],"class_list":["post-3825","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/intermunditrading.com\/index.php?rest_route=\/wp\/v2\/posts\/3825","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/intermunditrading.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/intermunditrading.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/intermunditrading.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/intermunditrading.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=3825"}],"version-history":[{"count":1,"href":"https:\/\/intermunditrading.com\/index.php?rest_route=\/wp\/v2\/posts\/3825\/revisions"}],"predecessor-version":[{"id":3826,"href":"https:\/\/intermunditrading.com\/index.php?rest_route=\/wp\/v2\/posts\/3825\/revisions\/3826"}],"wp:attachment":[{"href":"https:\/\/intermunditrading.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=3825"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/intermunditrading.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=3825"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/intermunditrading.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=3825"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}