{"id":173356,"date":"2023-03-13T16:57:26","date_gmt":"2023-03-13T13:57:26","guid":{"rendered":"https:\/\/lytkarino-tv.ru\/?p=173356"},"modified":"2023-06-28T16:11:12","modified_gmt":"2023-06-28T13:11:12","slug":"trial-balance-double-checking-your-small-business","status":"publish","type":"post","link":"https:\/\/lytkarino-tv.ru\/?p=173356","title":{"rendered":"Trial Balance Double-checking Your Small Business Books"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"359px\" alt=\"how to prepare trial balance from ledger with example\"\/><\/p>\n<p><p>You\u2019ll likely prepare an unadjusted, adjusted, and post-closing trial balance during the accounting cycle. Businesses, accountants, and bookkeepers all use trial balances to make sure a company\u2019s books are accurate. Consider the following example where a company receives a $1,000 payment from a  client for its services. The accountant would then increase the asset column by $1,000 and subtract $1,000 from accounts receivable.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How do you prepare a trial balance from a balance sheet?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<ol>\n<li>Balance each ledger account. Businesses record their transactions as journal entries at first, and then make the entries in the respective ledger accounts.<\/li>\n<li>Prepare the trial balance worksheet.<\/li>\n<li>Fill out the worksheet.<\/li>\n<li>Add the values in each column.<\/li>\n<li>Close the trial balance.<\/li>\n<\/ol>\n<\/div><\/div>\n<\/div>\n<p><p>The articles and research support materials available on this site are educational and are not intended to be investment or tax advice. All such information is provided solely for convenience purposes only and all users thereof should be guided accordingly. The above are the most common errors that occur due to which the trial balance  does not balance. However, this is not an exhaustive list and there are a variety of other factors which could result in a mismatch.<\/p>\n<\/p>\n<p><h2>If an unadjusted trial balance is \u201cbalanced\u201d, does that mean that it is error-free?<\/h2>\n<\/p>\n<p><p>The trial balance shows the double-entry rule that \u2018for every debit there is a credit\u2019. In order to prepare a trial balance, we first need to complete or \u2018balance off \u2019 the ledger accounts. Then we produce the trial balance by listing each closing balance from the ledger accounts as either a debit or a credit balance. We need to work out the balance on each of these accounts in order to compile the trial balance.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How do you create a trial balance from a ledger?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>How do we prepare a trial balance? In order to prepare a trial balance, we first need to complete or &apos;balance off &apos; the ledger accounts. Then we produce the trial balance by listing each closing balance from the ledger accounts as either a debit or a credit balance.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>In the final section of this week we will go back to our accounting equation to show that the balances from the trial balance can be used to prepare the balance sheet. Below are the T-accounts in Edgar Edwards\u2019 general ledger (see Activity 4 in Week 3). The general ledger accounts should be balanced off prior to compiling the trial balance. Trial balance is prepared&nbsp;after posting and balancing ledger accounts. Prepare a trial balance as on 31st Dec 2013 by filling in the debit and credit columns accordingly for each ledger balance mentioned below.<\/p>\n<\/p>\n<p><h2>Locating Errors<\/h2>\n<\/p>\n<p><p>Total Method or Balance Method is used to prepare the trial balance. The following balances were extracted from the books of Shri S. Pal on March 31, 2022. We follow ethical journalism practices, which includes presenting unbiased information and citing reliable, attributed resources. Much of our research comes from leading organizations in the climate space, such as Project Drawdown and the International Energy Agency (IEA). Carbon Collective partners with financial and climate experts to ensure the accuracy of our content. Go a level deeper with us and investigate the potential impacts of climate change on investments like your retirement account.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 15px;'>\n<h3>A Beginner&#8217;s Guide to the Post-Closing Trial Balance &#8212; The Motley Fool<\/h3>\n<p>A Beginner&#8217;s Guide to the Post-Closing Trial Balance.<\/p>\n<p>Posted: Fri, 05 Aug 2022 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiXmh0dHBzOi8vd3d3LmZvb2wuY29tL3RoZS1hc2NlbnQvc21hbGwtYnVzaW5lc3MvYWNjb3VudGluZy9hcnRpY2xlcy9wb3N0LWNsb3NpbmctdHJpYWwtYmFsYW5jZS_SAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>The difference between the two is that when preparing the trial balance, it is the balance brought down (bal b\/d) which matters. Once you calculate the totals and confirm that they are the same, close the trial balance. If the totals are unmatched, find the error and rectify it with proper adjustments.<\/p>\n<\/p>\n<p><h2>Helps Prepare Final Accounts<\/h2>\n<\/p>\n<p><p>Arthur Andersen was the auditing<\/p>\n<p>firm in charge of independently verifying the accuracy of<\/p>\n<p>Enron\u2019s financial statements and<\/p>\n<p>disclosures. This meant they would review statements to make sure<\/p>\n<p>they aligned with GAAP principles, assumptions, and concepts, among<\/p>\n<p>other things. Managing your financial processes can be challenging, especially if you&#8217;re the owner of a small to mid-size business. Our state-of-the-art platform can help you automate your core processes to improve accuracy and efficiency \u2014 and even increase your bandwidth to help you scale your business. BILL integrates with today&#8217;s best accounting software systems while providing innovative solutions for today&#8217;s top-performing industries.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"355px\" alt=\"how to prepare trial balance from ledger with example\"\/><\/p>\n<p><p>A discrepancy between balances means that there is an error somewhere in the accounting system. A post-closing trial balance enters each and every account with zero net balance on the balance sheet. It verifies whether the debit and credit balances are identical and shows them after completing the closing entries.<\/p>\n<\/p>\n<p><h2>How a General Ledger Works<\/h2>\n<\/p>\n<p><p>Also, if any of the ledger accounts do not show any balance i.e. the total on both the debit and the credit side is the same, then there is no need to carry it to the trial balance. So, in the end, if the debit and credit side of the trial balance matches, it can be said that the trial balance has been well prepared. Double-entry transactions, called \u201cjournal entries,\u201d are posted in two columns, with debit entries on the left and credit entries on the right, and the total of all debit and <a href=\"https:\/\/www.wave-accounting.net\/word-invoice-template-2020\/\">word invoice template 2020<\/a> credit entries must balance. Under this method, two methods \u2013 \u2018Balance Method\u2019 and \u2018Total Amount Method\u2019 are combined to prepare the statement of trial balance. It implies that in total, four columns are prepared, two columns are for recording the debit and credit balances of ledger accounts and two columns are for recording the debit and credit totals of various ledger accounts. This method is rarely used and not so frequently used while making the statement for the trial balance.<\/p>\n<\/p>\n<p><p>From the trial balance it can be seen that the total of debit balances equals the total of credit balances. This demonstrates that for every transaction the basic principle of double-entry accounting has been followed \u2013 \u2018for every debit there is a credit\u2019. In order to prepare a trial balance at any time, it is necessary to determine the balance on each account. This process is known as \u2018balancing off\u2019 the general ledger accounts. The trial balance can then be prepared by listing each closing balance from the general ledger accounts as either a debit or a credit balance.<\/p>\n<\/p>\n<p><p>However, some businesses prepare trial balances as an internal check before issuing official financial statements. In a double-entry accounting system, you record your debits and credits in separate columns on your general ledger. For instance, you register a transaction when it occurs, then record the same transaction once you receive payment. The trial balance simply records all of the transactions listed in your general ledger accounts on a separate spreadsheet so you can ensure that your journal entries are balanced and accurate. The trial balance is a report run at the end of an accounting period, listing the ending balance in each general ledger account.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"355px\" alt=\"how to prepare trial balance from ledger with example\"\/><\/p>\n<p><p>A general ledger represents the record-keeping system for a company\u2019s financial data, with debit and credit account records validated by a trial balance. It provides a record of each financial transaction that takes place during the life of an operating company and holds account information that is needed to prepare the company\u2019s financial statements. Transaction data is segregated, by type, into accounts for assets, liabilities, owners\u2019 equity, revenues, and expenses.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How do you balance off ledger accounts?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Balancing a general ledger involves subtracting the total debits from the total credits. All debit accounts are meant to be entered on the left side of a ledger while the credits are on the right side. For a general ledger to be balanced, credits and debits must be equal.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>You\u2019ll likely prepare an unadjusted, adjusted, and post-closing trial balance during the accounting cycle. Businesses, accountants, and bookkeepers all use trial balances to make sure a [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[84],"tags":[],"acf":[],"_links":{"self":[{"href":"https:\/\/lytkarino-tv.ru\/index.php?rest_route=\/wp\/v2\/posts\/173356"}],"collection":[{"href":"https:\/\/lytkarino-tv.ru\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/lytkarino-tv.ru\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/lytkarino-tv.ru\/index.php?rest_route=\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/lytkarino-tv.ru\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=173356"}],"version-history":[{"count":1,"href":"https:\/\/lytkarino-tv.ru\/index.php?rest_route=\/wp\/v2\/posts\/173356\/revisions"}],"predecessor-version":[{"id":173357,"href":"https:\/\/lytkarino-tv.ru\/index.php?rest_route=\/wp\/v2\/posts\/173356\/revisions\/173357"}],"wp:attachment":[{"href":"https:\/\/lytkarino-tv.ru\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=173356"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/lytkarino-tv.ru\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=173356"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/lytkarino-tv.ru\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=173356"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}