{"id":1758,"date":"2020-10-22T00:47:55","date_gmt":"2020-10-22T00:47:55","guid":{"rendered":"https:\/\/ccrmaquinaria.es\/?p=1758"},"modified":"2023-08-22T16:51:00","modified_gmt":"2023-08-22T16:51:00","slug":"how-to-make-trial-balance-in-accounting-meaning","status":"publish","type":"post","link":"https:\/\/ccrmaquinaria.es\/index.php\/2020\/10\/22\/how-to-make-trial-balance-in-accounting-meaning\/","title":{"rendered":"How to Make Trial Balance in Accounting? Meaning, Format, 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\">Put together your trial balance worksheet<\/a><\/li>\n<li><a href=\"#toc-1\">What are adjusted trial balances?<\/a><\/li>\n<li><a href=\"#toc-2\">Who uses a trial balance for small business?<\/a><\/li>\n<li><a href=\"#toc-3\">What is the difference between a trial balance and a balance sheet?<\/a><\/li>\n<li><a href=\"#toc-4\">What are the parts of trial balance?<\/a><\/li>\n<li><a href=\"#toc-5\">What is a trial balance?<\/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=\"250px\" alt=\"accounting trial balance example\"\/><\/p>\n<p>Because each transaction is initially recorded in a journal rather than directly in the ledger, a journal is called a book of original entry. The above trial balance is a current summary of all of your general ledger accounts before any adjusting entries are made. Once all balances are transferred to the unadjusted trial balance, we will sum each of the debit and credit columns.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"256px\" alt=\"accounting trial balance example\"\/><\/p>\n<p>The accounting equation is balanced, as shown on the balance sheet, because total assets equal $29,965 as do the total liabilities and stockholders\u2019 equity. The statement of retained earnings (which is often a component of the statement of stockholders\u2019 equity) shows how the equity (or value) of the organization has changed over a period of time. The statement of retained earnings is prepared second to determine the ending retained earnings balance for the period.<\/p>\n<h2 id=\"toc-0\">Put together your trial balance worksheet<\/h2>\n<p>If you&#8217;re using the&nbsp;wrong credit or debit card, it could be costing you serious money. Our experts love this top pick,&nbsp;which features&nbsp;a&nbsp;0% intro APR&nbsp;for 15 months, an insane cash back rate of up to 5%, and all somehow for no annual fee. Since it is a spreadsheet template, you can add or delete accounts or otherwise modify it to suit your needs and preferences.<\/p>\n<ul>\n<li>This information is provided in order to communicate the financial position of the entity to interested parties.<\/li>\n<li>Simply plug in your balance for each account and the spreadsheet will automatically add up the debits and credits, and tell you if your books are out of balance (and by how much).<\/li>\n<li>A trial balance is simply a listing of the ledger accounts along with their respective debit or credit balances.<\/li>\n<li>Should an account have a negative balance, it is represented as a negative number in the appropriate column.<\/li>\n<li>A trial balance includes a list of all general ledger account totals.<\/li>\n<li>The accounts are listed on the left with the balances under the debit and credit columns.<\/li>\n<\/ul>\n<p>When the accounting system creates the initial report, it is considered an&nbsp;unadjusted trial balance&nbsp;because no adjustments have been made to the chart of accounts. This is simply a list of all the account balances straight out of the accounting system. Business owners prepare a trial balance more than once during the accounting cycle. In fact, you need to use three trial balances when closing your books\u2014one for three different stages in the cycle. An accounting trial balance is for businesses that use accrual accounting. In accrual accounting, your debits and credits must equal one another.<\/p>\n<h2 id=\"toc-1\">What are adjusted trial balances?<\/h2>\n<p>The total credit balance will appear at the bottom of the columns. A trial balance is an internal report that includes all of the account balances in your  general ledger. The trial balance shows the double-entry rule that \u2018for every debit there is a credit\u2019. Companies can use a trial balance to keep track of their financial position, and so they may prepare several different types of trial balance throughout the financial year.<\/p>\n<ul>\n<li>Below are the T-accounts in Edgar Edwards\u2019 general ledger (see Activity 4 in Week 3).<\/li>\n<li>IFRS requires that accounts be classified into current and noncurrent categories for both assets and liabilities, but no specific presentation format is required.<\/li>\n<li>This meant they would review statements to make sure they aligned with GAAP principles, assumptions, and concepts, among other things.<\/li>\n<li>You will not see a similarity between the 10-column worksheet and the balance sheet, because the 10-column worksheet is categorizing all accounts by the type of balance they have, debit or credit.<\/li>\n<li>The statement of retained earnings (which is often a component of the statement of stockholders\u2019 equity) shows how the equity (or value) of the organization has changed over a period of time.<\/li>\n<\/ul>\n<p>Such that if the balance is a DR balance b\/d, it is recorded on the DR side of the trial balance. On the other hand, if the balance brought down (bal b\/d) is a CR balance, it is recorded on the CR side <a href=\"https:\/\/goodmenproject.com\/business-ethics-2\/navigating-law-firm-bookkeeping-exploring-industry-specific-insights\/\">law firm bookkeeping<\/a> of the trial balance. So the question is, what should one do when he or she overdraws from his bank account? Instead, the cashbook, the bank column is the tool that represent such a transaction.<\/p>\n<h2 id=\"toc-2\">Who uses a trial balance for small business?<\/h2>\n<p>Businesses, accountants, and bookkeepers all use trial balances to make sure a company\u2019s books are accurate. Should an account have a negative balance, it is represented as a negative number in the appropriate column. For example, if the company is $500 into the overdraft in the checking account the balance would be entered as -$500 or ($500) in the debit column. Let\u2019s summarise <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> the transactions and make sure the accounting equation is balanced by collating a summary of all the T-accounts and checking it against the accounting equation. There is a worksheet approach a company may use to make sure end-of-period adjustments translate to the correct financial statements. Next, you&#8217;ll transfer the closing balances from your ledger to your trial balance.<\/p>\n<p>On a trial balance worksheet, all of the debit balances form the left column, and all of the credit balances form the right column, with the account titles placed to the far left of the two columns. A trial balance is a report that lists the balances of all general ledger accounts of a company at a certain point in time. The accounts reflected on a trial balance are related to all major accounting items, including assets, liabilities, equity, revenues, expenses, gains, and losses. It is primarily used to identify the balance of debits and credits entries from the transactions recorded in the  general ledger at a certain point in time. In a double-entry accounting system, you record your debits and credits in separate columns on your general ledger.<\/p>\n<h2 id=\"toc-3\">What is the difference between a trial balance and a balance sheet?<\/h2>\n<p>This net income figure is used to prepare the statement of retained earnings. Let\u2019s now take a look at the T-accounts and unadjusted trial balance for Printing Plus to see how the information is transferred from the T-accounts to the unadjusted trial balance. While a trial balance can\u2019t incontrovertibly prove that no errors exist anywhere in a business\u2019s accounting system, it can point to inaccuracies and help to identify and correct errors in accounts in the general ledger. Your business transactions are initially recorded in your general ledger. Each transaction will receive its own journal entry connected to the corresponding account name. A trial balance should not be confused with an actual 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=\"accounting trial balance example\"\/><\/p>\n<p>Sage 50cloudaccounting offers both a summary and detailed trial balance report, along with a comparative trial balance that allows you to compare trial balance totals for two periods. There are also net changes for the period trial balance report that provides a good view of all changes made during an accounting period. In addition, your adjusted trial balance is used to prepare your closing entries, which is the next step in the accounting cycle. To understand what an adjusted trial balance is, we first have to view an unadjusted trial balance as well as the necessary journal entries to complete in order to prepare an adjusted trial balance.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Put together your trial balance worksheet What are adjusted trial balances? Who uses a trial balance for small business? What is the difference between a trial balance and a balance sheet? What are the parts of trial balance? What is a trial balance? Because each transaction is initially recorded in a journal rather than [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[84],"tags":[],"class_list":["post-1758","post","type-post","status-publish","format-standard","hentry","category-bookkeeping-2"],"_links":{"self":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts\/1758","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/comments?post=1758"}],"version-history":[{"count":1,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts\/1758\/revisions"}],"predecessor-version":[{"id":1759,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts\/1758\/revisions\/1759"}],"wp:attachment":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/media?parent=1758"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/categories?post=1758"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/tags?post=1758"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}