{"id":5404,"date":"2021-10-29T01:04:35","date_gmt":"2021-10-28T19:34:35","guid":{"rendered":"https:\/\/kediahandicraft.com\/?p=5404"},"modified":"2023-08-17T16:15:54","modified_gmt":"2023-08-17T10:45:54","slug":"single-entry-system-definition","status":"publish","type":"post","link":"https:\/\/kediahandicraft.com\/index.php\/2021\/10\/29\/single-entry-system-definition\/","title":{"rendered":"Single entry system definition"},"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\">Double Entry Bookkeeping Explanation<\/a><\/li>\n<li><a href=\"#toc-1\">Double Entry rules simplified<\/a><\/li>\n<li><a href=\"#toc-2\">Accounting for Managers<\/a><\/li>\n<li><a href=\"#toc-3\">Scenario 2: $50,000 Credit Purchase of Inventory<\/a><\/li>\n<li><a href=\"#toc-4\">What is the difference between Single-Entry Accounting and Double-Entry Accounting?<\/a><\/li>\n<li><a href=\"#toc-6\">Single Entry vs. Double Entry Bookkeeping System<\/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=\"253px\" alt=\"entry bookkeeping\"\/><\/p>\n<p>Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics <a href=\"https:\/\/www.digitalconnectmag.com\/a-deep-dive-into-law-firm-bookkeeping\/\">A Deep Dive into Law Firm Bookkeeping<\/a> and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"entry bookkeeping\"\/><\/p>\n<p>Use it to illustrate how the debits and credits of a transaction affect a particular account. When recording transactions in a t-account, debits are always entered on the left side of the t-account and credits are always entered on the right side of the t-account. In the field of accounting, double-entry bookkeeping is the most common method of recording and documenting financial transactions.<\/p>\n<h2 id=\"toc-0\">Double Entry Bookkeeping Explanation<\/h2>\n<p>For example, when a business buys goods worth $500 on credit, it records a debit of $500 in the inventory account (an asset account) and a credit of $500 in the accounts payable account (a liability account). Some transactions affect only one side of the accounting equation, but the double\u2010entry bookkeeping system nevertheless ensures that the accounting equation remains in balance. For example, if the company pays $30,000 on August 3 to purchase equipment, the cash account&#8217;s decrease is recorded with a $30,000 credit and the equipment account&#8217;s increase is recorded with a $30,000 debit. These two asset\u2010account entries offset each other,  so the accounting equation remains in balance.<\/p>\n<p>This entry in the ledger ensures that the accounting equation remains in balance and provides an accurate and reliable record of the transaction, which can be used to prepare the business&#8217;s financial statements. Since the system requires that the total amount of debits equals the total amount of credits, it is easy to detect errors in the recording of financial transactions. If the equation is not balanced, it means that there is an error in the recording of the transaction. This equation sums up a business\u2019s balance sheet, one of three essential financial statements along with the income statement and cash-flow statement. It\u2019s called a balance sheet because the business\u2019s assets must equal, or balance, the debt and liabilities used to finance them.<\/p>\n<h2 id=\"toc-1\">Double Entry rules simplified<\/h2>\n<p>This is a cash-based bookkeeping method that tracks incoming and outgoing cash in a journal. Bookkeeping and accounting are ways of measuring, recording, and communicating a firm&#8217;s financial information. A business transaction is an economic event that is recorded for accounting\/bookkeeping purposes. In general terms, it is a business interaction between economic entities, such as customers and businesses or vendors and businesses.<\/p>\n<p>The reason your debit card is called a debit card is because the bank shows your balance as a liability because they owe your money to you\u2014in essence, they are just holding it for you. Credits increase revenue, liabilities and equity accounts, whereas debits increase asset and expense accounts. Debits are recorded on the left side of the general ledger and credits are recorded on the right. The sum of every debit and its corresponding credit should always be zero. Businesses that meet any of these criteria need the complete financial picture double-entry bookkeeping delivers.<\/p>\n<h2 id=\"toc-2\">Accounting for Managers<\/h2>\n<p>Debit amounts will be entered on the left side of the T-account, and credit amounts will be entered on the right side. Many or all of the products featured here are from our partners who compensate us. This influences which products we write about and where and how the product appears on a page. This may influence which products we review and write about (and where those products appear on the site), but it in no way affects our recommendations or advice, which are grounded in thousands of hours of research.<\/p>\n<ul>\n<li>You also have $20,000 in liabilities, which you\u2019ll have to pay back to the bank with interest.<\/li>\n<li>Not only does it enable accurate calculations and simplify the preparation of financial statements, it also helps to reduce the risk of errors or fraud.<\/li>\n<li>In a double-entry accounting system, every transaction impacts two separate accounts.<\/li>\n<li>The double-entry system began to propagate for practice in Italian merchant cities during the 14th century.<\/li>\n<li>Bagel.co moves funds between accounts that they operate on behalf of their customers.<\/li>\n<li>While your ledger gives you an idea of how much money is in your account, it does nothing to help you track your expenses, or know how much money your customers owe you.<\/li>\n<\/ul>\n<p>On the second day of the week you pay your rent, which is $1000. Since this is an expense, you subtract this amount from your cash balance. Let\u2019s assume you have a $5000 cash balance at the beginning of the first week in June. This article compares single and double-entry bookkeeping and explains the pros and cons of both systems.<\/p>\n<h2 id=\"toc-3\">Scenario 2: $50,000 Credit Purchase of Inventory<\/h2>\n<p>Let\u2019s look at the equation in the context of the aforementioned print ad example. The expense of the ad\u2014a liability\u2014led to a decrease in owner\u2019s equity through the disbursement of <a href=\"https:\/\/goodmenproject.com\/business-ethics-2\/navigating-law-firm-bookkeeping-exploring-industry-specific-insights\/\">https:\/\/goodmenproject.com\/business-ethics-2\/navigating-law-firm-bookkeeping-exploring-industry-specific-insights\/<\/a> cash to pay for the ad. All small businesses with significant assets, liabilities or inventory. Very small, new businesses may be able to make do with single-entry bookkeeping.<\/p>\n<p>By using double-entry accounting, you can be sure all of your  transactions are following the rules of the accounting equation. If you\u2019d rather not have to deal with accounting software at all, there are bookkeeping services like Bench (that\u2019s us), that use the double-entry system by default. If your business is a very simple sole proprietorship\u2014one that doesn\u2019t have any inventory, doesn\u2019t have any debts, has only one employee, and not many accounts to keep track of\u2014single-entry might suffice for your accounting needs. In this case, assets (+$10,000 in inventory) and liabilities (+$10,000) are both affected.<\/p>\n<h2 id=\"toc-4\">What is the difference between Single-Entry Accounting and Double-Entry Accounting?<\/h2>\n<p>The first entry in the cash book should be the cash balance at the beginning of the accounting period. During the period, record transactions as individual line items. The last line in the cash book should be the cash balance at the end of the accounting period. With the single-entry system of bookkeeping, you mostly record cash disbursements and cash receipts. All popular accounting software applications today use double-entry accounting, and they make it easy for you to get started, allowing you to get your business up and running in an hour or less. The products on the market today are designed with business owners, not accountants, in mind.<\/p>\n<div style='text-align:center'><iframe width='569' height='313' src='https:\/\/www.youtube.com\/embed\/xUrK29DEx2k' frameborder='0' alt='entry bookkeeping' allowfullscreen><\/iframe><\/div>\n","protected":false},"excerpt":{"rendered":"<p>Content Double Entry Bookkeeping Explanation Double Entry rules simplified Accounting for Managers Scenario 2: $50,000 Credit Purchase of Inventory What is the difference between Single-Entry Accounting and Double-Entry Accounting? Single Entry vs. Double Entry Bookkeeping System Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/kediahandicraft.com\/index.php\/2021\/10\/29\/single-entry-system-definition\/\"> <span class=\"screen-reader-text\">Single entry system definition<\/span> Read More &raquo;<\/a><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"_mi_skip_tracking":false,"site-sidebar-layout":"default","site-content-layout":"default","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":""},"categories":[59],"tags":[],"_links":{"self":[{"href":"https:\/\/kediahandicraft.com\/index.php\/wp-json\/wp\/v2\/posts\/5404"}],"collection":[{"href":"https:\/\/kediahandicraft.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kediahandicraft.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kediahandicraft.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/kediahandicraft.com\/index.php\/wp-json\/wp\/v2\/comments?post=5404"}],"version-history":[{"count":1,"href":"https:\/\/kediahandicraft.com\/index.php\/wp-json\/wp\/v2\/posts\/5404\/revisions"}],"predecessor-version":[{"id":5405,"href":"https:\/\/kediahandicraft.com\/index.php\/wp-json\/wp\/v2\/posts\/5404\/revisions\/5405"}],"wp:attachment":[{"href":"https:\/\/kediahandicraft.com\/index.php\/wp-json\/wp\/v2\/media?parent=5404"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kediahandicraft.com\/index.php\/wp-json\/wp\/v2\/categories?post=5404"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kediahandicraft.com\/index.php\/wp-json\/wp\/v2\/tags?post=5404"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}