{"id":2355,"date":"2022-06-13T14:03:32","date_gmt":"2022-06-13T14:03:32","guid":{"rendered":"https:\/\/expertsmart.net\/?p=2355"},"modified":"2023-04-07T08:50:21","modified_gmt":"2023-04-07T08:50:21","slug":"what-are-reversing-entries","status":"publish","type":"post","link":"https:\/\/expertsmart.net\/index.php\/2022\/06\/13\/what-are-reversing-entries\/","title":{"rendered":"What Are Reversing Entries?"},"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\">Using Reversing Entries<\/a><\/li>\n<li><a href=\"#toc-1\">Recommended explanations on Business-studies Textbooks<\/a><\/li>\n<li><a href=\"#toc-2\">How Reversing Entries Work<\/a><\/li>\n<li><a href=\"#toc-3\">Accounting without the reversing entry:<\/a><\/li>\n<li><a href=\"#toc-4\">Unlock Your Education<\/a><\/li>\n<li><a href=\"#toc-5\">Business Operations<\/a><\/li>\n<li><a href=\"#toc-6\">What are reversing entries? Are they required by GAAP?<\/a><\/li>\n<li><a href=\"#toc-7\">Reversing Journal Entry Accounting Preference<\/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=\"252px\" alt=\"reversing entries accounting\"\/><\/p>\n<p>Compute the unadjusted balance in each account, and prepare the unadjusted trial balance. Do you want to keep track of your debt obligations, but aren&#8217;t sure of where and how to create the document that certifies your transactions? Then read this article to know more and if you stick around, you&#8217;ll get a nice, free to download  debit note template. In this case, the $2,300 in wages that is the beginning balance of Wage Expense are October wages and already include the $1,200 accrual. They are often known as accrual reversals because they are most often the precise opposite of a previously entered accrual.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is a reversing entry in accounting?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>A reversing entry is a journal entry made in an accounting period, which reverses selected entries made in the immediately preceding period. The reversing entry typically occurs at the beginning of an accounting period.<\/p>\n<\/div><\/div>\n<\/div>\n<p>The credit balance is offset by the May 10 debit entry, and the account balance then shows current period expenses. Now let&#8217;s look at how we would handle this situation using reversing entries. When you prepare the original accrued salary journal entry described above, you also prepare a reversing entry at the <a href=\"https:\/\/turbo-tax.org\/what-overtime-pay-is-and-how-to-calculate-it\/\">What Overtime Pay Is and How to Calculate it<\/a> same time. The reversing entry will generally be recorded on the first day of the succeeding month and will be the mirror image of the accrual entry. That is, the reversing entry will be the exact reverse of the accrual. The account debited will be the credited and the account credited will be the debited.<\/p>\n<h2 id=\"toc-0\">Using Reversing Entries<\/h2>\n<p>On January 7th, Paul pays his employee $500 for the two week pay period. Paul can then record the payment by debiting the wages expense account for $500 and crediting the cash account for the same amount. If the bookkeeper doesn\u2019t reverse this accrual enter, he must remember the amount of expense that was previously recorded in the prior year\u2019s adjusting entry and only account for the new portion of the expenses incurred. He can\u2019t record the entire expense when it is paid because some of it was already recorded. Reversing entries are usually made to simplify bookkeeping in the new year. For example, if an accrued expense was recorded in the previous year, the bookkeeper or accountant can reverse this entry and account for the expense in the new year when it is paid.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"reversing entries accounting\"\/><\/p>\n<p>Chances are the payroll system will only report the weekly payroll total without apportioning the salary expense between two periods as GAAP requires. The possibility of making an accounting mistake has now increased. Since <a href=\"https:\/\/turbo-tax.org\/what-is-net-working-capital-and-how-to-calculate\/\">What is Net Working Capital and How to Calculate it?<\/a> the expense account had a negative balance of $250 in it from our reversing entry, the $500 payment entry will bring the balance up to positive $250\u2013 in other words, the half of the wages that were incurred in January.<\/p>\n<h2 id=\"toc-1\">Recommended explanations on Business-studies Textbooks<\/h2>\n<p>Suppose Mr. Green makes an adjusting entry at the end of April to account for $80 in unpaid wages. This adjustment involves an $80 debit to the wages expense account and an $80 credit to  the wages payable account. Learn about accrual reversal, best practices for reversing entries, and examples of reversing journal entries. But wait, didn\u2019t we zero out the wages expense account in last year\u2019sclosing entries? This reversing entry actually puts a negative balance in the expense. Reversing entries are made because previous year accruals and prepayments will be paid off or used during the new year and no longer need to be recorded as liabilities and assets.<\/p>\n<ul>\n<li>This is especially important for smaller companies where there does not seem to be enough time in the day for everyone to accomplish what they need to accomplish.<\/li>\n<li>Reversing entries are exact opposite of some adjusting entries.<\/li>\n<li>Following the double-entry system used in modern accounting, these entries always affect at least two accounts &#8212; one account is debited, while another account is credited.<\/li>\n<li>This included $10,050 for the hours worked during January.<\/li>\n<li>If the payroll system and the general ledger are interfaced the payroll system can now pass the same, standardized entries to the general ledger the first week of each month.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Content Using Reversing Entries Recommended explanations on Business-studies Textbooks How Reversing Entries Work Accounting without the reversing entry: Unlock Your Education Business Operations What are reversing entries? Are they required by GAAP? Reversing Journal Entry Accounting Preference Compute the unadjusted balance in each account, and prepare the unadjusted trial balance. Do you want to keep &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/expertsmart.net\/index.php\/2022\/06\/13\/what-are-reversing-entries\/\"> <span class=\"screen-reader-text\">What Are Reversing Entries?<\/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,"site-sidebar-layout":"default","site-content-layout":"default","ast-global-header-display":"","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":[30],"tags":[],"class_list":["post-2355","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/expertsmart.net\/index.php\/wp-json\/wp\/v2\/posts\/2355","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/expertsmart.net\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/expertsmart.net\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/expertsmart.net\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/expertsmart.net\/index.php\/wp-json\/wp\/v2\/comments?post=2355"}],"version-history":[{"count":1,"href":"https:\/\/expertsmart.net\/index.php\/wp-json\/wp\/v2\/posts\/2355\/revisions"}],"predecessor-version":[{"id":2356,"href":"https:\/\/expertsmart.net\/index.php\/wp-json\/wp\/v2\/posts\/2355\/revisions\/2356"}],"wp:attachment":[{"href":"https:\/\/expertsmart.net\/index.php\/wp-json\/wp\/v2\/media?parent=2355"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/expertsmart.net\/index.php\/wp-json\/wp\/v2\/categories?post=2355"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/expertsmart.net\/index.php\/wp-json\/wp\/v2\/tags?post=2355"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}