{"id":34662,"date":"2021-01-06T22:21:54","date_gmt":"2021-01-06T14:21:54","guid":{"rendered":"https:\/\/xinyumin.com\/?p=34662"},"modified":"2024-09-13T02:36:38","modified_gmt":"2024-09-12T18:36:38","slug":"what-are-adjusting-entries-definition-types-and","status":"publish","type":"post","link":"https:\/\/xinyumin.com\/?p=34662","title":{"rendered":"What Are Adjusting Entries? Definition, Types, and Examples"},"content":{"rendered":"<p><img decoding=\"async\" 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width=\"251px\" alt=\"accounting adjusting entries\" \/><\/p>\n<p><p>He does the accounting himself and uses an accrual basis for accounting. At the end of his first month, he <a href=\"https:\/\/accounting-services.net\/how-are-capex-and-opex-different\/\">capex opex ratio<\/a> reviews his records and realizes there are a few inaccuracies on this unadjusted trial balance. Adjusting entries are changes to journal entries you\u2019ve already recorded. Specifically, they make sure that the numbers you have recorded match up to the correct accounting periods. Uncollected revenue is revenue that is earned during a period but not collected during that period. Such revenues are recorded by making an adjusting entry at the end of the accounting period.<\/p>\n<\/p>\n<p><h2>Adjusting Entry for Unearned Income<\/h2>\n<\/p>\n<p><p>Income statement accounts that may need to be adjusted include interest expense, insurance expense, depreciation expense,&nbsp;and revenue. The entries are made in accordance with the matching principle to match expenses to the related revenue in the same accounting period. The adjustments made in journal entries are carried over to the general ledger that flows through to the financial statements. When a company purchases supplies, the original order, receipt of the supplies, and receipt of the invoice from the vendor will all trigger journal entries. This trigger does not occur when using supplies from the supply closet. Similarly, for unearned revenue, when the company receives an advance payment from the customer for services yet provided, the cash received will trigger a journal entry.<\/p>\n<\/p>\n<p><p>Adjusting journal entries can also refer to financial reporting that corrects a mistake made earlier in the accounting period. As an example, assume a construction company begins construction in one period but does not invoice the customer until the work is complete in six months. The construction company will need to do an adjusting journal entry at the end of each of the months to recognize revenue for 1\/6 of the amount that will be invoiced at the six-month point. Adjusting journal entries can also refer to financial reporting that corrects a mistake made previously in the accounting period. For example, a company performs landscaping services in the amount of $1,500. At the period end, the company would record the following adjusting entry.<\/p>\n<\/p>\n<p><p>When the company provides the printing services for the customer, the customer will not send the company a reminder that revenue has now been earned. Situations such as these are why businesses need to make adjusting entries. The accounting method under which revenues are recognized on the income statement when they are earned (rather than when the cash is received). Sometimes companies collect cash from their customers for goods or services that are to be delivered in some future period. Such receipt of cash is recorded by debiting the cash account and crediting a liability account known as unearned revenue.<\/p>\n<\/p>\n<p><p>You cover more details about computing interest in Current Liabilities, so for now amounts are given. Accounts Receivable increases (debit) for $1,500 because the customer has not yet paid for services completed. Service Revenue increases (credit) for $1,500 because service revenue was earned but had been previously unrecorded. The unadjusted trial balance may have incorrect balances in some accounts.<\/p>\n<\/p>\n<p><h2>Great! The Financial Professional Will Get Back To You Soon.<\/h2>\n<\/p>\n<p><p>This account is a non-operating or \u201cother\u201d expense for the cost of borrowed money or other credit. After preparing all necessary adjusting entries, they are either posted to the relevant ledger accounts or directly added to the unadjusted trial balance to convert it into an&nbsp;adjusted trial balance. Click on the next link below to understand how an adjusted trial balance is prepared. And through bank account integration, when the client pays their receivables, the software automatically creates the necessary adjusting entry to update previously recorded accounts. The life of a business is divided into accounting periods, which is the time frame (usually a fiscal year) for which a business chooses to prepare its financial statements.<\/p>\n<\/p>\n<p><p>A business may earn revenue from selling a good or service during one accounting period, but not invoice the client or receive payment until a future accounting period. These earned but unrecognized revenues are adjusting entries recognized in accounting as accrued revenues. Accruals are types of adjusting entries that accumulate during a period, where amounts were previously unrecorded. The two specific types of adjustments are accrued revenues and accrued expenses. In such a case, the adjusting journal entries are used to reconcile these differences in the timing of payments as well as expenses.<\/p>\n<\/p>\n<p><h2>Why Are Adjusting Journal Entries Important?<\/h2>\n<\/p>\n<p><p>The adjusting entry will debit interest expense and credit interest payable for the amount of interest from Dec. 1 to Dec. 31. One of the main financial statements (along with the balance sheet, the statement of cash flows, and the statement of stockholders\u2019 equity). The income statement is also referred to as the profit and loss statement, P&amp;L, statement of income, and the statement of operations.<\/p>\n<\/p>\n<ol>\n<li>Every time a sales invoice is issued, the appropriate journal entry is automatically created by the system to the corresponding receivable or sales account.<\/li>\n<li>Manually creating adjusting entries every accounting period can get tedious and time-consuming very fast.<\/li>\n<li>The purpose of adjusting entries is to assign an appropriate portion of revenue and expenses to the appropriate accounting period.<\/li>\n<li>The updating\/correcting process is performed through journal entries that are made at the end of an accounting year.<\/li>\n<li>Taxes are only paid at certain times during the year, not necessarily every month.<\/li>\n<\/ol>\n<p><p>Making adjusting entries is a way to stick to the matching principle\u2014a principle in accounting that says expenses should be recorded in the same accounting period as revenue related to that expense. Non-cash expenses&nbsp;\u2013 Adjusting journal entries are also used to record paper expenses like depreciation, amortization, and depletion. These expenses are often recorded at the end of period because they are usually calculated on a period basis. This also relates to the matching principle where the assets are used during the year and written off after they are used. Accrued expenses and accrued revenues&nbsp;\u2013 Many times companies will incur expenses but won\u2019t have to pay for them until the next month.<\/p>\n<\/p>\n<p><h2>What is an adjusting entry?<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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width=\"256px\" alt=\"accounting adjusting entries\" \/><\/p>\n<p><p>The purpose of adjusting entries is to convert cash transactions into the accrual accounting method. Accrual accounting is based on the revenue recognition principle that seeks to recognize revenue in the period when it was earned, rather than the period when cash is received. Companies that use accrual accounting and find themselves in a position where one accounting period transitions to the next must see if any open transactions exist. Adjusting journal entries are used to reconcile transactions that have not yet closed, but that straddle accounting periods. These can be either payments or expenses whereby the payment does not occur at the same time as delivery.<\/p>\n<\/p>\n<p><p>The company may also enter into a lease agreement that requires several months, or years, of rent in advance. Each month that passes, the company needs to record rent used for the month. For example, let\u2019s say a company pays $2,000 for equipment that is supposed to last four years. The company wants to depreciate the asset over those four years equally. This means the asset will lose $500 in value each year ($2,000\/four years).<\/p>\n<\/p>\n<p><h2>( . Adjusting entries that&nbsp;convert assets to expenses:<\/h2>\n<\/p>\n<p><p>According to the matching concept, the revenue of the current year must be matched against all the expenses of the current year that were incurred to produce the revenue. Recording such transactions in the books is known as making adjustments at the end of the trading period. No matter what type of accounting you use, if you have a bookkeeper, they\u2019ll handle any and all adjusting entries for you. Following our year-end example of Paul\u2019s Guitar Shop, Inc., we can see that his&nbsp;unadjusted trial balance&nbsp;needs to be adjusted for the following events. These adjustments are then made in journals and carried over to the account ledgers and accounting worksheet in the next&nbsp;accounting cycle&nbsp;step.<\/p>\n<\/p>\n<p><p>Prepaid expenses or unearned revenues&nbsp;\u2013  Prepaid expenses are goods or services that have been paid for by a company but have not been consumed yet. This means the company pays for the insurance but doesn\u2019t actually get the full benefit of the insurance contract until the end of the six-month period. This transaction is recorded as a prepayment until the expenses are incurred. Only expenses that are incurred are recorded, the rest are booked as prepaid expenses. The entry records any unrecognized income or expenses for the accounting period, such as when a transaction starts in one accounting period and ends in a later period. Since the firm is set to release its year-end financial statements in January, an adjusting entry is needed to reflect the accrued interest expense for December.<\/p>\n<\/p>\n<p><p>At first, you record the cash in December into accounts receivable as profit expected to be received in the future. Then, in February, when the client pays, an adjusting entry needs to be made to record the receivable as cash. The salary the employee earned during the month might not be paid until the following month. For example, the employee is paid for the prior month\u2019s work on the first of the next month. The financial statements  must remain up to date, so an adjusting entry is needed during the month to show salaries previously unrecorded and unpaid <a href=\"https:\/\/www.bookkeeping-reviews.com\/prepaid-expenses-meaning-journal-entry-and\/\">prepaid expenses meaning journal entry and examples<\/a> at the end of the month. For example, a company pays $4,500 for an insurance policy covering six months.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>He does the accounting himself and uses an accrual basis for accounting. At the end of his first month, he capex opex ratio reviews his records and realizes there are a few inaccuracies on this unadjusted trial balance. Adjusting entries are changes to journal entries you\u2019ve already recorded. Specifically, they make sure that the numbers [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[51],"tags":[],"class_list":["post-34662","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/xinyumin.com\/index.php?rest_route=\/wp\/v2\/posts\/34662","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/xinyumin.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/xinyumin.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/xinyumin.com\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/xinyumin.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=34662"}],"version-history":[{"count":1,"href":"https:\/\/xinyumin.com\/index.php?rest_route=\/wp\/v2\/posts\/34662\/revisions"}],"predecessor-version":[{"id":34663,"href":"https:\/\/xinyumin.com\/index.php?rest_route=\/wp\/v2\/posts\/34662\/revisions\/34663"}],"wp:attachment":[{"href":"https:\/\/xinyumin.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=34662"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/xinyumin.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=34662"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/xinyumin.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=34662"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}