{"id":2071,"date":"2022-02-04T22:54:45","date_gmt":"2022-02-04T16:54:45","guid":{"rendered":"http:\/\/garibikri.com\/?p=2071"},"modified":"2022-06-07T18:10:01","modified_gmt":"2022-06-07T12:10:01","slug":"what-is-an-adjusted-trial-balance-and-how-do-you","status":"publish","type":"post","link":"https:\/\/garibikri.com\/index.php\/2022\/02\/04\/what-is-an-adjusted-trial-balance-and-how-do-you\/","title":{"rendered":"What Is An Adjusted Trial Balance And How Do You Prepare One?"},"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\">How To Use Excel As A General Accounting Ledger<\/a><\/li>\n<li><a href=\"#toc-1\">Trial Balance: Rules, Uses And Nature Of Trial Balance<\/a><\/li>\n<li><a href=\"#toc-2\">Objectives Of The Trial Balance<\/a><\/li>\n<li><a href=\"#toc-3\">What Is The Formula For Trial Balance?<\/a><\/li>\n<li><a href=\"#toc-4\">Limitations Of A Trial Balance<\/a><\/li>\n<li><a href=\"#toc-5\">Why Do Both Sides Of Trial Balance Agree<\/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=\"251px\" alt=\"trial balance\"\/><\/p>\n<p>This error occurs when one enters the correct amount but on the wrong side, i.e., debit instead of credit, and vice versa. Since we affect both sides again, the trial balance will not show this error. Say a cash purchase of $250 should be purchase account debit and cash account credit. But say one wrongly affects the opposite side, i.e., debits the cash account and credits the purchase account. In other words, what if total debits don&#8217;t equal total credits?<\/p>\n<p>However, you can scan through the entire TB to ensure that the numbers of items are the same as your understanding. Just in case the mistakes occur since the entry in the ledgers, and you cannot detect them at that time. Ledger AccountLedger in accounting records and processes a firm\u2019s financial data, taken from journal entries. This becomes an important financial record for future reference.<\/p>\n<ul>\n<li>Trial balances usually include accounts that had activity during the accounting period but have a zero balance at the end of the period.<\/li>\n<li>The trial balance is strictly for use within the accounting department.<\/li>\n<li>An income statement is one of the four primary financial statements.<\/li>\n<li>Pepper\u2019s Inc. totalled up all of the debits and credits from their general ledger account involving cash, and they added up to a $11,670 debit.<\/li>\n<li>An error has occurred when total debits on a trial balance do not equal total credits.<\/li>\n<li>It has three columns with all of the account titles in the first column.<\/li>\n<\/ul>\n<p>Liability, equity, and revenue accounts should have a credit balance. When you prepare a trial balance using T-accounts, an account where the left side is larger has a debit balance, while ones where the right side is larger have a credit balance. The main difference between the trial balance and the balance sheet is who sees it. The purpose of a trial balance sheet is to detect errors so that they can be addressed before the formal balance sheet is presented to shareholders. Essentially, a trial balance is to be used internally, and the balance sheet is to share with external shareholders. From these nominal ledger accounts a trial balance can be created.<\/p>\n<p>A wrong entry in a subsidiary book \u2013 If a credit purchase of $ 450 from James is wrongly written as $ 540 in the purchase book, such an error will not be disclosed. As the posting on both the debit side of the purchase account and credit side of the account of James will be with the wrong amount of $ 540, so the trial balance will agree. Each step in the accounting cycle takes up precious time that can be better spent focusing on your business. Enter Bench, America\u2019s biggest bookkeeping service and trusted by small businesses in many different industries across the country. We take your raw transaction information directly through secure bank and credit card connections and turn them into clear financial reporting.<\/p>\n<h2 id=\"toc-0\">How To Use Excel As A General Accounting Ledger<\/h2>\n<p>The stage after completing all postings involves extracting information from the books of all balances to create a trial balance. You should also ensure that all transactions have been correctly recorded in the correct accounts. A trial balance is important because it acts as a summary of all of our accounts. By looking at our trial balance, we can immediately see our bank balance, our loan balance, our owner\u2019s equity balance. In fact, we can immediately see the balance of every single account in our business.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"trial balance\"\/><\/p>\n<p>In other words, the elimination of events or transactions could not be identified. Even Trail Balance is great for general ledger arithmetical checks and produces financial statements, yet TB is still limited for certain areas. The accountant needs to enter the accounting transactions correctly into the system, and then the statements are ready for use. Amount omission of an account in the trial balance \u2013The balances of bank and cash may have been omitted. To have the arithmetic accuracy of the books of accounts because of the agreement of the trial balance.<\/p>\n<h2 id=\"toc-1\">Trial Balance: Rules, Uses And Nature Of Trial Balance<\/h2>\n<p>Here&#8217;s everything you need to know about this new informational IRS form. Are you a new small business owner looking to understand your tax return a little more? Here are the definitions of various types of income and how they related to your small business&#8217;s taxes. Follow this format in solving any problem you have on Trial balance and you will get an accurate result. If it divides exactly, you may have made a transposition error (e.g., entering 1985 rather than 1895).<\/p>\n<p>It shows columns for the original balances, the proposed adjustments, and the account balances after the adjustments. When people recorded transactions manually, they used the trial balance to ensure there were no calculation errors. If the trial balance didn&#8217;t equal zero, it meant an amount in a transaction was transposed or entered incorrectly as a debit or credit. The difference between the debit and credit columns could lead you to find and correct the error. Double-entry bookkeeping requires that all debit and credits in a general ledger balance to zero. When you complete any business transaction\u2014a sale, purchase, etc.\u2014you record a journal entry consisting of a debit to one account and a credit to another.<\/p>\n<h2 id=\"toc-2\">Objectives Of The Trial Balance<\/h2>\n<p>The balance sheet summarizes and reports the balances from the asset, liability, and stockholders&#8217; equity accounts that are <a href=\"https:\/\/www.bookstime.com\/articles\/what-is-a-trial-balance\">trial balance<\/a> contained in the company&#8217;s general ledger. The balance sheet is also referred to as the statement of financial position.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"trial balance\"\/><\/p>\n<p>The trial balance is prepared with the balances of accounts at the end of a particular accounting period. A trial balance is prepared before the preparation of financial statements at the end of the accounting period. A debit could have been entered in the wrong account, which means that the debit total is correct, though one underlying account balance is too low and another balance is too high. For example, an accounts payable clerk records a $100 supplier invoice with a debit to supplies expense and a $100 credit to the accounts payable liability account. The debit should have been to the utilities expense account, but the trial balance will still show that the total amount of debits equals the total number of credits.<\/p>\n<h2 id=\"toc-3\">What Is The Formula For Trial Balance?<\/h2>\n<p>The second column has all of the accounts with debit balances, and the accounts with credit balances are in the third column. This worksheet is used to check the mathematical accuracy of a business\u2019s bookkeeping. External auditors may propose adjustments to general ledger accounts based on their findings during a financial audit.<\/p>\n<p>After double\u2010checking each column&#8217;s total to make sure the problem is not simply an addition error on the trial balance, find the difference between the debit and credit balance totals. If the number 2 divides evenly into this difference, look for an account balance that equals half the difference and that incorrectly appears in the column with the larger total. If the Greener Landscape Group&#8217;s $50 accounts payable balance were mistakenly put in the debit column, for example, total debits would be $100 greater than total credits on the trial balance. Trial balances are used to prepare balance sheets and other financial statements and are an important document for auditors. A trial balance is done to check that the debit and credit column totals of the general ledger accounts match each other, which helps spot any accounting errors. Creating a trial balance sheet and making sure the debit and credit columns are equal are two necessary steps toward drafting an accurate financial statement.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"trial balance\"\/><\/p>\n<p>This report is usually completed before preparing a business\u2019s financial statements. An error of principle is when the entries are made to the correct amount, and the appropriate side , as with an error of commission, but the wrong type of account is used. Accounting is the process of recording, summarizing, analyzing, and reporting financial transactions of a business to oversight agencies, regulators, and the IRS. However, the accountant or auditor might extract the TB into the spreadsheet to draft the financial statements. Once there is an adjustment required, they will initially adjust in excel first to see how it affects the financial statements. The difference is mainly because of inputting the difference amount of the same transactions in debit and credit. On the same example, if 10,000 have been deleted from both accounts, the <a href=\"https:\/\/www.bookstime.com\/\">https:\/\/www.bookstime.com\/<\/a> still reconciles.<\/p>\n<h2 id=\"toc-4\">Limitations Of A Trial Balance<\/h2>\n<p>Using information from the revenue and expense account sections of the trial balance, you can create an income statement. The accounting cycle is a multi-step process designed to convert all of your company\u2019s raw financial information into usable financial statements. It\u2019s hard to understand exactly what a trial balance is without understanding double-entry accounting jargon like \u201cdebits\u201d and \u201ccredits,\u201d so let\u2019s go over that next. When somebody completely forgets to record a transaction or enter it into the books of accounts, the trial balance doesn\u2019t affect it.<\/p>\n<p>If multiple lines, they must equal the amount of the erroneous entry. After running the Trial Balance report, you can export it in PDF or CSV format for further analysis. The CSV format allows you to import the data to another program such as Microsoft Excel for further analysis. Specify the currency type, such as entered, statistical, or total. Enter the data access set that you can access based on the defined security structure.<\/p>\n<h2 id=\"toc-5\">Why Do Both Sides Of Trial Balance Agree<\/h2>\n<p>This double-entry system basis is very costly and cannot be adopted by small concerns. Rechecking the totals and discover the actual amount of difference.<\/p>\n<p>To compare the balances of various ledger accounts of the current year with those of previous year. You can use the report to print account balances and activity by legal entity. The report enables you to print reporting and accounting sequences. Each line item only contains the ending balance in an account. All accounts having an ending balance are listed in the trial balance; usually, the accounting software automatically blocks all accounts having a zero balance from appearing in the report. After all, if a transaction is not recorded on either the credit or debit side, a trial balance will remain equivalent and therefore appear correct.<\/p>\n<p>If the totals of the trial balance do not agree, the differences may be investigated and resolved before financial statements are prepared. Rectifying basic accounting errors can be a much lengthy task after the financial statements have been prepared because of the changes that would be required to correct the financial statements. The purpose of a trial balance is to prove that the value of all the debit value balances equals the total of all the credit value balances. If the total of the debit column does not equal the total value of the credit column then this would show that there is an error in the nominal ledger accounts. This error must be found before a profit and loss statement and balance sheet can be produced.<\/p>\n<p>Drilling down is the best way to investigate any balance that appears incorrect on the Trial Balance report. No matter which balance you click, you can always drill down all the way to individual transactions. If all correctly drawn ledger accord balance is recorded in trial balance in debit and credit money columns properly, the totals of both columns of trial balance become equal. As a result, a total of debit balance of ledger accounts becomes equal to the total credit balance of ledger accounts. If a trial balance agrees i.e. a total of debit money column and a total of credit money column are equal, it proves that the ledger accounts are arithmetically accurate. The accounts with debit balances will be listed in the debit column, and the accounts with credit balances will be listed in the credit column.<\/p>\n<h2 id=\"toc-6\">How Is The Trial Balance Prepared?<\/h2>\n<p>However, the balance will be incorrect regardless, and other measurements will have to be applied to detect the errors. The business\u2019s name is listed at the top of the trial balance, as well as the title, Trial Balance, and the date. To complete a trial balance, it is necessary to access the transactions in the general ledger. Once you complete the movement from general ledger to trial balance, the next step you need to do is start reconciling the TB. This statement could not be used for presenting financial information to management or reporting to relevant stakeholders. Check the posting made from the journal or subsidiary books in the ledger.<\/p>\n<h2 id=\"toc-7\">Accounting Principles I<\/h2>\n<p>Adjustment entries are required at the end of the year, which are not previously accounted for the incorporation of trial balance. At the end of the accounting year, all the accounts and ledgers are to be closed.<\/p>\n<h2 id=\"toc-8\">Explore Business Topics<\/h2>\n<p>The left column should show all debit balances, and the right column will show all credit balances. Add up the sums for each side to ensure that they are equal. Trial Balance only confirms that the total of all debit balances match the total of all credit balances. An example would be an incorrect debit entry being offset by an equal credit entry. Types of accounting errors and their effect on trial balance are more fully discussed in the section on Suspense Accounts.<\/p>\n<p>The trial balance lists the closing balances of the accounts from the general ledger as of a specific date. An error of commission is when the entries are made at the correct amount, and the appropriate side , but one or more entries are made to the wrong account of the correct type.<\/p>\n<p>An error of original entry is when both sides of a transaction include the wrong amount. A trial balance is a worksheet with two columns, one for debits and one for credits, that ensures a company\u2019s bookkeeping is mathematically correct.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content How To Use Excel As A General Accounting Ledger Trial Balance: Rules, Uses And Nature Of Trial Balance Objectives Of The Trial Balance What Is The Formula For Trial Balance? Limitations Of A Trial Balance Why Do Both Sides Of Trial Balance Agree This error occurs when one enters the correct amount but on [&hellip;]<\/p>\n","protected":false},"author":5,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"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":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[35],"tags":[],"class_list":["post-2071","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v23.2 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>What Is An Adjusted Trial Balance And How Do You Prepare One? -<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/garibikri.com\/index.php\/2022\/02\/04\/what-is-an-adjusted-trial-balance-and-how-do-you\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"What Is An Adjusted Trial Balance And How Do You Prepare One? -\" \/>\n<meta property=\"og:description\" content=\"Content How To Use Excel As A General Accounting Ledger Trial Balance: Rules, Uses And Nature Of Trial Balance Objectives Of The Trial Balance What Is The Formula For Trial Balance? 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